<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-7293653752974872617</id><updated>2012-02-10T06:00:01.251+01:00</updated><category term='Tipos de cambio'/><category term='Ayuda al desarrollo'/><category term='Integración económica'/><category term='Factores específicos'/><category term='multinacionales'/><category term='Heckscher-Ohlin'/><category term='China'/><category term='Licenciatura en Economía'/><category term='bienes no comercializables'/><category term='Datos'/><category term='Propiedad intelectual'/><category term='Rusia'/><category term='Asia'/><category term='Banco Mundial'/><category term='consumidor'/><category term='Economías de escala'/><category term='America'/><category term='Historia'/><category term='industria naciente'/><category term='Contabilidad Nacional'/><category term='Etica'/><category term='Medidas fitosanitarias'/><category term='Ventaja comparativa'/><category term='Libre comercio'/><category term='Competencia imperfecta'/><category term='Medio ambiente'/><category term='arancel'/><category term='Política comercial'/><category term='FMI'/><category term='Oriente Medio'/><category term='OCDE'/><category term='Humor'/><category term='Africa'/><category term='balanza comercial'/><category term='mujer'/><category term='EEUU'/><category term='Outsourcing'/><category term='España'/><category term='India'/><category term='Crecimiento'/><category term='Corrupción económica'/><category term='Comercio de servicios'/><category term='proteccionismo'/><category term='Economía general'/><category term='Comercio justo'/><category term='Inputs intermedios'/><category term='Informes'/><category term='Galería de estudiantes'/><category term='Lobby'/><category term='redistribución de la renta'/><category term='FAO'/><category term='Datos de comercio mundial'/><category term='ONGs'/><category term='Doha'/><category term='Japón'/><category term='balanza de pagos'/><category term='euro'/><category term='OMC'/><category term='Política comercial. OMC'/><category term='Navarra'/><category term='Felicidad'/><category term='costes de transporte'/><category term='Europa'/><category term='Docencia'/><category term='Mercado de trabajo'/><category term='UE'/><category term='crisis económica'/><category term='Migraciones'/><category term='Finanzas internacionales'/><category term='Salarios'/><category term='sector público'/><category term='Tecnología'/><category term='Precios de los bienes'/><category term='Barreras al comercio'/><title type='text'>El Blog de A. G. Gómez-Plana</title><subtitle type='html'>Comentarios sobre comercio internacional y miscelánea - O admirabile commercium!</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://comerciointernacionalaggp.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://comerciointernacionalaggp.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default?start-index=101&amp;max-results=100'/><author><name>Antonio Gómez Gómez-Plana</name><uri>http://www.blogger.com/profile/06224681286691103088</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp3.blogger.com/_dmlTFiDJx9I/R_uvT56b2JI/AAAAAAAAAAU/bdApWHuRNlM/S220/Antonio.JPG'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>703</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-7293653752974872617.post-1787709841588471372</id><published>2012-02-10T06:00:00.000+01:00</published><updated>2012-02-10T06:00:01.257+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Ayuda al desarrollo'/><category scheme='http://www.blogger.com/atom/ns#' term='Asia'/><title type='text'>Ayuda de la UE ante catástrofes: ¿ayuda?</title><content type='html'>En el verano de 2010 Pakistán sufrió unas terribles inundaciones. En el marco de la ayuda a este país, la UE se comprometió a facilitar el acceso a ciertos productos pakistaníes al mercado comunitario. Y todo se fue demorando. &lt;a href="http://comerciointernacionalaggp.blogspot.com/2010/12/el-culebron-de-las-ayudas-de-la-ue.html"&gt;Después de mucha discusión...&lt;/a&gt; se ha aprobado que entre el 1 de enero de 2012 y el 31 de diciembre de 2013 unos 75 productos del Pakistán puedan tener esos privilegios. Eso, con ironía, se llama celeridad en las medida. Supongo que alguien se beneficiará de las medidas, pero encontrar la ligazón entre los daños de las inundaciones, y las ganancias derivadas de estos privilegios comerciales se torna complicado. &lt;a href="http://ictsd.org/i/news/bridgesweekly/124687/"&gt;Aquí&lt;/a&gt; está una descripción del último capítulo de la historia.&lt;div class="blogger-post-footer"&gt;Si quieres recibir en tu correo las nuevas entradas que vayan saliendo en este blog, haz clic aquí.&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7293653752974872617-1787709841588471372?l=comerciointernacionalaggp.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comerciointernacionalaggp.blogspot.com/feeds/1787709841588471372/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7293653752974872617&amp;postID=1787709841588471372' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/1787709841588471372'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/1787709841588471372'/><link rel='alternate' type='text/html' href='http://comerciointernacionalaggp.blogspot.com/2012/02/ayuda-de-la-ue-ante-catastrofes-ayuda.html' title='Ayuda de la UE ante catástrofes: ¿ayuda?'/><author><name>Antonio Gómez Gómez-Plana</name><uri>http://www.blogger.com/profile/06224681286691103088</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp3.blogger.com/_dmlTFiDJx9I/R_uvT56b2JI/AAAAAAAAAAU/bdApWHuRNlM/S220/Antonio.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7293653752974872617.post-1496308741594572625</id><published>2012-02-08T06:00:00.000+01:00</published><updated>2012-02-08T09:20:22.525+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='costes de transporte'/><category scheme='http://www.blogger.com/atom/ns#' term='Datos'/><title type='text'>Bases de datos de coste de transporte internacional</title><content type='html'>&lt;a href="http://comerciointernacionalaggp.blogspot.com/2012/02/donde-es-mas-barato-el-ipad-o-la.html"&gt;Ayer&lt;/a&gt; hablaba de los costes de transporte. Muchas veces no es fácil encontrar datos de los mismos. Pero hay varias fuentes que suelen usarse. Por ejemplo, &lt;a href="https://www.gtap.agecon.purdue.edu/#2"&gt;GTAP&lt;/a&gt; (para modelos de equilibrio general aplicado) o &lt;a href="http://www.unescap.org/tid/artnet/trade-costs.asp"&gt;ESCAP&lt;/a&gt;. Precisamente esta semana me toca explciar en clase el modelo de gravedad, de la que &lt;a href="http://www.unescap.org/tid/artnet/gravity.asp"&gt;ARTNeT&lt;/a&gt; (institución que desarrolla ESCAP) es un exponente de proveedor de datos.&lt;br /&gt;&lt;br /&gt;Hoy explicaré &lt;a href="http://www1.unavarra.es/ficha-asignatura?languageId=100000&amp;amp;codAsig=14449&amp;amp;idioma=es"&gt;en clase&lt;/a&gt; que las estimaciones empíricas calculan, más o menos, que a un incremento de la distancia entre dos países de un 1% se asocia una disminuación del comercio internacional entre el 0,7 y el 1%.&lt;div class="blogger-post-footer"&gt;Si quieres recibir en tu correo las nuevas entradas que vayan saliendo en este blog, haz clic aquí.&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7293653752974872617-1496308741594572625?l=comerciointernacionalaggp.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comerciointernacionalaggp.blogspot.com/feeds/1496308741594572625/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7293653752974872617&amp;postID=1496308741594572625' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/1496308741594572625'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/1496308741594572625'/><link rel='alternate' type='text/html' href='http://comerciointernacionalaggp.blogspot.com/2012/02/bases-de-datos-de-coste-de-transporte.html' title='Bases de datos de coste de transporte internacional'/><author><name>Antonio Gómez Gómez-Plana</name><uri>http://www.blogger.com/profile/06224681286691103088</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp3.blogger.com/_dmlTFiDJx9I/R_uvT56b2JI/AAAAAAAAAAU/bdApWHuRNlM/S220/Antonio.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7293653752974872617.post-2281068987824410105</id><published>2012-02-07T09:59:00.002+01:00</published><updated>2012-02-07T09:59:56.401+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='costes de transporte'/><category scheme='http://www.blogger.com/atom/ns#' term='bienes no comercializables'/><category scheme='http://www.blogger.com/atom/ns#' term='Precios de los bienes'/><title type='text'>¿Dónde es más barato el iPad, o la gasolina, o...?</title><content type='html'>La existencia de bienes no comercializables se suele explicar por la existencia de costes de transporte prohibitivos. Este transporte encarece tanto el producto que desaparece la causa principal para el comercio: la diferencia de precios entre el país exportador (con bienes realtivamente baratos) y el país importador (comprativamente caro). Vía &lt;a href="http://www.tradediversion.net/archives/2012/01/dont-go-to-shanghai-for-your-big-mac.html"&gt;Trade Diversion&lt;/a&gt;, este gráfico nos muestra cómo bienes muy homogéneos, que son iguales (o muy similares) en cualquier lugar del mundo, tienen precios distintos. A los consumidores les resulta muy caro intentar adiquirir esos bienes en el país más barato (por costes de transporte, normas de distribución,...).&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-0zwP-wd4Va0/TzDn5QSkf_I/AAAAAAAABOM/uDjJ6CK26LI/s1600/croppedchart.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://1.bp.blogspot.com/-0zwP-wd4Va0/TzDn5QSkf_I/AAAAAAAABOM/uDjJ6CK26LI/s320/croppedchart.jpg" width="244" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;Si quieres recibir en tu correo las nuevas entradas que vayan saliendo en este blog, haz clic aquí.&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7293653752974872617-2281068987824410105?l=comerciointernacionalaggp.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comerciointernacionalaggp.blogspot.com/feeds/2281068987824410105/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7293653752974872617&amp;postID=2281068987824410105' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/2281068987824410105'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/2281068987824410105'/><link rel='alternate' type='text/html' href='http://comerciointernacionalaggp.blogspot.com/2012/02/donde-es-mas-barato-el-ipad-o-la.html' title='¿Dónde es más barato el iPad, o la gasolina, o...?'/><author><name>Antonio Gómez Gómez-Plana</name><uri>http://www.blogger.com/profile/06224681286691103088</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp3.blogger.com/_dmlTFiDJx9I/R_uvT56b2JI/AAAAAAAAAAU/bdApWHuRNlM/S220/Antonio.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-0zwP-wd4Va0/TzDn5QSkf_I/AAAAAAAABOM/uDjJ6CK26LI/s72-c/croppedchart.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7293653752974872617.post-7206586577965535940</id><published>2012-02-03T07:00:00.000+01:00</published><updated>2012-02-03T07:00:01.045+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Política comercial. OMC'/><title type='text'>Restricción a la exportación</title><content type='html'>No son muy habituales los ejemplos de restricciones a las exportaciones. Pero hace un tiempo señalamos el caso de las &lt;a href="http://comerciointernacionalaggp.blogspot.com/2011/07/quiero-comprar-productos-chinos-4.html"&gt;limitaciones que China imponía a la exportación de ciertos minerales&lt;/a&gt;. Estas medidas habían sido recurridas por varios países ante la OMC como una práctica ilegal. Y ahora la &lt;a href="http://ictsd.org/i/news/puentesquincenal/124160/"&gt;OMC da la razón a los denunciantes&lt;/a&gt;:&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;&lt;br /&gt;A pesar de que los co-demandantes han reiterado de que las restricciones chinas en realidad son medidas proteccionistas, el país asiático sostiene que eran necesarias para conservar recursos agotables, así como para asegurar la oferta doméstica. El Órgano de Apelación [de la OMC] confirmó el rechazo del grupo especial sobre estas defensas.&lt;br /&gt;&lt;br /&gt;Es la primera vez que el máximo tribunal de la OMC aclara las reglas comerciales respecto a las restricciones a las exportaciones cuyo objetivo es gestionar el desabasto de productos esenciales.&lt;br /&gt;&lt;br /&gt;El articulo XI.2 (a) del Acuerdo General sobre Aranceles Aduaneros y Comercio (GATT) establece que una prohibición general de las restricciones cuantitativas no es aplicable cuando es tomada temporalmente para prevenir o aliviar una oferta limitada de alimentos u otros productos esenciales. &lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;Esta disposición está muy ligada al artículo XX del GATT que contiene las excepciones para apartarse de las reglas de la OMC en aras de salvaguardar objetivos de política pública, tales como la salud pública o la conservación de los recursos naturales. De hecho, China argumentó que el previsible agotamiento de los recursos finitos era realmente una escasez crítica.&lt;br /&gt;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;&lt;br /&gt;Durante los presentes procedimientos, China argumentó que la excepción del artículo XI.2 (a) no es aplicable a las medidas preventivas de largo plazo. El Órgano de Apelación no obstante estuvo en desacuerdo, y advirtió que solamente se observan de manera provisional para brindar un desahogo en condiciones extraordinarias con el objetivo de superar una necesidad eventual.&lt;br /&gt;&lt;/blockquote&gt;&lt;div class="blogger-post-footer"&gt;Si quieres recibir en tu correo las nuevas entradas que vayan saliendo en este blog, haz clic aquí.&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7293653752974872617-7206586577965535940?l=comerciointernacionalaggp.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comerciointernacionalaggp.blogspot.com/feeds/7206586577965535940/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7293653752974872617&amp;postID=7206586577965535940' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/7206586577965535940'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/7206586577965535940'/><link rel='alternate' type='text/html' href='http://comerciointernacionalaggp.blogspot.com/2012/02/restriccion-la-exportacion.html' title='Restricción a la exportación'/><author><name>Antonio Gómez Gómez-Plana</name><uri>http://www.blogger.com/profile/06224681286691103088</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp3.blogger.com/_dmlTFiDJx9I/R_uvT56b2JI/AAAAAAAAAAU/bdApWHuRNlM/S220/Antonio.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7293653752974872617.post-6080263121547981101</id><published>2012-02-02T06:00:00.000+01:00</published><updated>2012-02-02T06:00:02.733+01:00</updated><title type='text'>Blog de Paul Krugman ahora en español</title><content type='html'>El País comienza a publicar traducidas (&lt;a href="http://blogs.elpais.com/paul-krugman/"&gt;aquí&lt;/a&gt;) algunas de las entradas del blog de Paul Krugman del New York Times (&lt;a href="http://krugman.blogs.nytimes.com/"&gt;aquí&lt;/a&gt;).&lt;div class="blogger-post-footer"&gt;Si quieres recibir en tu correo las nuevas entradas que vayan saliendo en este blog, haz clic aquí.&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7293653752974872617-6080263121547981101?l=comerciointernacionalaggp.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comerciointernacionalaggp.blogspot.com/feeds/6080263121547981101/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7293653752974872617&amp;postID=6080263121547981101' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/6080263121547981101'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/6080263121547981101'/><link rel='alternate' type='text/html' href='http://comerciointernacionalaggp.blogspot.com/2012/02/blog-de-paul-krugman-ahora-en-espanol.html' title='Blog de Paul Krugman ahora en español'/><author><name>Antonio Gómez Gómez-Plana</name><uri>http://www.blogger.com/profile/06224681286691103088</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp3.blogger.com/_dmlTFiDJx9I/R_uvT56b2JI/AAAAAAAAAAU/bdApWHuRNlM/S220/Antonio.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7293653752974872617.post-6596731369495717730</id><published>2012-02-01T09:29:00.002+01:00</published><updated>2012-02-01T14:09:29.451+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Migraciones'/><title type='text'>Huida de cerebros</title><content type='html'>Este tema que en las últimas décadas ha estado (y está) de moda sobre todo en los países africanos, ahora está de moda en nuestra casa: los jóvenes mejor preparados, ante el panorama de un 50% de desempleo en los jóvenes, &lt;a href="http://www.diariodenavarra.es/noticias/navarra/mas_navarra/la_crisis_duplico_2011_numero_navarros_que_emigraron_extranjero_65167_2061.html"&gt;se van a otros paíse&lt;/a&gt;s. &lt;a href="http://www.ine.es/jaxi/menu.do?type=pcaxis&amp;amp;path=%2Ft20%2Fp259%2Fe01&amp;amp;file=pcaxis&amp;amp;L"&gt;Aquí&lt;/a&gt; da el INE los resultados detallados.&lt;br /&gt;&lt;br /&gt;A mí esto siempre me ha parecido malo para el país de salida, y generalmente bueno para el emigrante que busca mejorar una situación personal y familiar muchas veces dramática o, al menos, complicada. Jagdish Bhagwati siempre se ha presentado como crítico a los temores de la huida de cerebros (&lt;i&gt;brain drain&lt;/i&gt;, en inglés). Él mismo es un ejemplo de una brillante cabeza india que se fue a Inglaterra y luego a EEUU. Y acaba de publicar un &lt;a href="http://www.project-syndicate.org/commentary/bhagwati21/English"&gt;artículo&lt;/a&gt; en el que recuerda cuatro puntos que, para él y sin eludir polémicas, indican que la huida de cerebros no tiene por qué ser mala para el país de origen:&lt;br /&gt;&lt;ol&gt;&lt;li&gt;No hay que llorar por la salida de estas personas. Hay que nutrir su lealtad hacia el país que les vio nacer: darles derecho de voto en su país de origen, eliminar las restricciones a que inviertan o compren propiedades en su país de origen, favorecer la impartición de cursos dados por ellos en su país de origen a profesionales que no han emigrado... &lt;/li&gt;&lt;li&gt;Además de darles derechos a los emigrantes, hay que darles obligaciones. Por ejemplo, lo que hace EEUU para sus nacionales y residentes permanentes que se encuentran fuera de EEUU es fijarles un impuesto (la llamada “Bhagwati Tax”).&lt;/li&gt;&lt;li&gt;Organizar la oferta de formación cualificada en los países de los que huyen los trabajadores cualificados: que jubilados muy cualificados hicieran el papel de &lt;a href="http://comerciointernacionalaggp.blogspot.com/2008/05/la-ayuda-al-desarrollo-ii.html"&gt;cascos grises&lt;/a&gt;.&lt;/li&gt;&lt;li&gt;La ayuda al desarrollo debería dirigirse a formación.&amp;nbsp; &lt;/li&gt;&lt;/ol&gt;Para él, cuando las crisis pasan, los huidos tienden a regresar a sus países o, al menos, tienden a potenciar la riqueza y la renta de sus países. Y pone como ejemplos a India, China y Corea del Sur. Interesantes opiniones para un debate.&lt;div class="blogger-post-footer"&gt;Si quieres recibir en tu correo las nuevas entradas que vayan saliendo en este blog, haz clic aquí.&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7293653752974872617-6596731369495717730?l=comerciointernacionalaggp.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comerciointernacionalaggp.blogspot.com/feeds/6596731369495717730/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7293653752974872617&amp;postID=6596731369495717730' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/6596731369495717730'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/6596731369495717730'/><link rel='alternate' type='text/html' href='http://comerciointernacionalaggp.blogspot.com/2012/02/huida-de-cerebros.html' title='Huida de cerebros'/><author><name>Antonio Gómez Gómez-Plana</name><uri>http://www.blogger.com/profile/06224681286691103088</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp3.blogger.com/_dmlTFiDJx9I/R_uvT56b2JI/AAAAAAAAAAU/bdApWHuRNlM/S220/Antonio.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7293653752974872617.post-6175137870941328875</id><published>2012-01-31T11:53:00.003+01:00</published><updated>2012-01-31T11:55:03.497+01:00</updated><title type='text'>Nada nuevo bajo el sol: bajar salarios</title><content type='html'>Krugman "recuerda" que hay que bajar los salarios en España. Ahora lo dice &lt;a href="http://www.expansion.com/2012/01/30/economia/1327936112.html"&gt;aquí&lt;/a&gt;, y hace 3 años exactamente también lo comentó en &lt;a href="http://comerciointernacionalaggp.blogspot.com/2009/01/consejo-del-premio-nobel-para-espaa.html"&gt;su visita&lt;/a&gt; a España. Y entre los dos momentos ya lo ha dicho un montón de veces.&lt;div class="blogger-post-footer"&gt;Si quieres recibir en tu correo las nuevas entradas que vayan saliendo en este blog, haz clic aquí.&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7293653752974872617-6175137870941328875?l=comerciointernacionalaggp.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comerciointernacionalaggp.blogspot.com/feeds/6175137870941328875/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7293653752974872617&amp;postID=6175137870941328875' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/6175137870941328875'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/6175137870941328875'/><link rel='alternate' type='text/html' href='http://comerciointernacionalaggp.blogspot.com/2012/01/nada-nuevo-bajo-el-sol-bajar-salarios.html' title='Nada nuevo bajo el sol: bajar salarios'/><author><name>Antonio Gómez Gómez-Plana</name><uri>http://www.blogger.com/profile/06224681286691103088</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp3.blogger.com/_dmlTFiDJx9I/R_uvT56b2JI/AAAAAAAAAAU/bdApWHuRNlM/S220/Antonio.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7293653752974872617.post-8331905499966141940</id><published>2012-01-27T06:00:00.000+01:00</published><updated>2012-01-27T06:00:01.433+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='EEUU'/><title type='text'>Superando la crisis del automóvil</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div style="margin-left: 1em; margin-right: 1em;"&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;Paul Krugman &lt;a href="http://krugman.blogs.nytimes.com/2012/01/24/chinese-manufacturing-and-the-auto-bailout/"&gt;aborda&lt;/a&gt; el rescate que realizó el gobierno estadounidense &lt;a href="http://www.cincodias.com/articulo/empresas/gm-chrysler-ford-recibiran-416-millones-ayudas-publicas-impulso-coche-electrico/20090805cdscdsemp_26/"&gt;en 2009&lt;/a&gt;&lt;a href="http://www.elcorreo.com/vizcaya/20081119/economia/tres-grandes-detroit-ruegan-200811190708.html"&gt;&lt;/a&gt; al sector del automóvil. ¿Merecía la pena ese importante coste para el sector público? ¿No hubiera sido mejor dejar caer al sector y que "los mercados" redirigieran a trabajadores y a los otros factores productivos a otros sectores?&lt;br /&gt;&lt;br /&gt;Krugman indica unos aspectos relevantes y bien conocidos: (1) a priori es muy difícil saber si la política industrial de apoyo va a funcionar o no; (2) estas políticas son muy caras, y pueden fallar, lo que implica dinero tirado directamente a la basura; (3) son muy relevantes en algunas industrias los &lt;i&gt;clusters&lt;/i&gt;, esto es, la concentración de empresas de un mismo sector porque implica la posibilidad de aprovechar economías de escala externas (por ahí vino su premio Nobel).&lt;br /&gt;&lt;br /&gt;&lt;a 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" 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" /&gt;&lt;/a&gt;Como prueba del posible éxito del rescate público del sector automovilistico en EEUU indica la tasa de paro del Estado de Michigan, ejemplo paradigmático de cluster automovilístico a nivel mundial, que aparece en el gráfico.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;Si quieres recibir en tu correo las nuevas entradas que vayan saliendo en este blog, haz clic aquí.&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7293653752974872617-8331905499966141940?l=comerciointernacionalaggp.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comerciointernacionalaggp.blogspot.com/feeds/8331905499966141940/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7293653752974872617&amp;postID=8331905499966141940' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/8331905499966141940'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/8331905499966141940'/><link rel='alternate' type='text/html' href='http://comerciointernacionalaggp.blogspot.com/2012/01/superando-la-crisis-del-automovil.html' title='Superando la crisis del automóvil'/><author><name>Antonio Gómez Gómez-Plana</name><uri>http://www.blogger.com/profile/06224681286691103088</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp3.blogger.com/_dmlTFiDJx9I/R_uvT56b2JI/AAAAAAAAAAU/bdApWHuRNlM/S220/Antonio.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7293653752974872617.post-2757467073605663326</id><published>2012-01-26T06:00:00.000+01:00</published><updated>2012-01-26T06:00:05.959+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Crecimiento'/><category scheme='http://www.blogger.com/atom/ns#' term='Europa'/><category scheme='http://www.blogger.com/atom/ns#' term='Banco Mundial'/><title type='text'>Informe del Banco Mundial: crecimiento europeo</title><content type='html'>El Banco Mundial acaba de publicar un &lt;a href="http://web.worldbank.org/WBSITE/EXTERNAL/COUNTRIES/ECAEXT/0,,contentMDK:23069550%7EpagePK:146736%7EpiPK:146830%7EtheSitePK:258599,00.html"&gt;informe&lt;/a&gt; en el que repasa el crecimiento de los países europeos en los últimos años. Aunque sólo le he dado un vistazo muy superficial, dedica una parte al &lt;a href="http://siteresources.worldbank.org/ECAEXT/Resources/258598-1284061150155/7383639-1323888814015/8319788-1326139457715/fulltext_ch2.pdf"&gt;comercio internacional&lt;/a&gt; y presenta algunos datos de comercio que resultan curiosos, y que comentaré otro día. Hoy sólo voy a poner un cuadro en el que me llama la atención la separación que hace de las exportaciones de servicios entre "servicios tradicionales" y "servicios modernos" (haz clic sobre la tabla para ampliarla). Aquí está la UE a 15 (&lt;a href="http://siteresources.worldbank.org/ECAEXT/Resources/258598-1284061150155/7383639-1323888814015/8319788-1326139457715/fulltext_annexes.pdf"&gt;aquí&lt;/a&gt; más países y variables):&amp;nbsp;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-IW--ti3D6JA/Tx_UHwoLesI/AAAAAAAABOE/ut6mh43IZY0/s1600/atrade.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="198" src="http://2.bp.blogspot.com/-IW--ti3D6JA/Tx_UHwoLesI/AAAAAAAABOE/ut6mh43IZY0/s320/atrade.png" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;Si quieres recibir en tu correo las nuevas entradas que vayan saliendo en este blog, haz clic aquí.&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7293653752974872617-2757467073605663326?l=comerciointernacionalaggp.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comerciointernacionalaggp.blogspot.com/feeds/2757467073605663326/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7293653752974872617&amp;postID=2757467073605663326' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/2757467073605663326'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/2757467073605663326'/><link rel='alternate' type='text/html' href='http://comerciointernacionalaggp.blogspot.com/2012/01/informe-del-banco-mundial-crecimiento.html' title='Informe del Banco Mundial: crecimiento europeo'/><author><name>Antonio Gómez Gómez-Plana</name><uri>http://www.blogger.com/profile/06224681286691103088</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp3.blogger.com/_dmlTFiDJx9I/R_uvT56b2JI/AAAAAAAAAAU/bdApWHuRNlM/S220/Antonio.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-IW--ti3D6JA/Tx_UHwoLesI/AAAAAAAABOE/ut6mh43IZY0/s72-c/atrade.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7293653752974872617.post-3018552345197373909</id><published>2012-01-25T10:52:00.001+01:00</published><updated>2012-01-25T10:52:40.977+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='España'/><title type='text'>Nuevo gobierno y exportaciones</title><content type='html'>El nuevo gobierno piensa en el sector exterior. Veremos en el futruo próximo si esto se concreta en algo más que una &lt;a href="http://www.cincodias.com/articulo/empresas/gobierno-prioriza-exportacion-salida-empresas-exterior/20120125cdscdiemp_1/"&gt;reunión con grandes empresarios&lt;/a&gt;.&lt;div class="blogger-post-footer"&gt;Si quieres recibir en tu correo las nuevas entradas que vayan saliendo en este blog, haz clic aquí.&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7293653752974872617-3018552345197373909?l=comerciointernacionalaggp.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comerciointernacionalaggp.blogspot.com/feeds/3018552345197373909/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7293653752974872617&amp;postID=3018552345197373909' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/3018552345197373909'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/3018552345197373909'/><link rel='alternate' type='text/html' href='http://comerciointernacionalaggp.blogspot.com/2012/01/nuevo-gobierno-y-exportaciones.html' title='Nuevo gobierno y exportaciones'/><author><name>Antonio Gómez Gómez-Plana</name><uri>http://www.blogger.com/profile/06224681286691103088</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp3.blogger.com/_dmlTFiDJx9I/R_uvT56b2JI/AAAAAAAAAAU/bdApWHuRNlM/S220/Antonio.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7293653752974872617.post-5563633380035599234</id><published>2012-01-23T06:00:00.000+01:00</published><updated>2012-01-23T08:57:47.928+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='España'/><category scheme='http://www.blogger.com/atom/ns#' term='Datos'/><title type='text'>Saldo comercial de España: serie histórica</title><content type='html'>Siguiendo un poco con las series históricas que puse la &lt;a href="http://comerciointernacionalaggp.blogspot.com/2012/01/saldo-por-cuenta-corriente-de-espana.html"&gt;semana pasada&lt;/a&gt;, hoy pongo el saldo comercial de bienes (exportaciones menos importaciones) para España en una perspectica de 60 años. Se puede ver claramente cuándo las cosas se nos comenzaron a complicar "en exceso". La fuente en este caso es la &lt;a href="http://unctadstat.unctad.org/ReportFolders/reportFolders.aspx"&gt;UNCTAD&lt;/a&gt; (haz clic sobre la figura para aumentarla; está en millones de US $).&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-qVXzssSlc7I/Txk6iBjWUbI/AAAAAAAABN8/D2eBYNHznNk/s1600/ADEFICITCOMERCIAL.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="165" src="http://3.bp.blogspot.com/-qVXzssSlc7I/Txk6iBjWUbI/AAAAAAAABN8/D2eBYNHznNk/s320/ADEFICITCOMERCIAL.png" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;Si quieres recibir en tu correo las nuevas entradas que vayan saliendo en este blog, haz clic aquí.&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7293653752974872617-5563633380035599234?l=comerciointernacionalaggp.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comerciointernacionalaggp.blogspot.com/feeds/5563633380035599234/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7293653752974872617&amp;postID=5563633380035599234' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/5563633380035599234'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/5563633380035599234'/><link rel='alternate' type='text/html' href='http://comerciointernacionalaggp.blogspot.com/2012/01/saldo-comercial-de-espana-serie.html' title='Saldo comercial de España: serie histórica'/><author><name>Antonio Gómez Gómez-Plana</name><uri>http://www.blogger.com/profile/06224681286691103088</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp3.blogger.com/_dmlTFiDJx9I/R_uvT56b2JI/AAAAAAAAAAU/bdApWHuRNlM/S220/Antonio.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-qVXzssSlc7I/Txk6iBjWUbI/AAAAAAAABN8/D2eBYNHznNk/s72-c/ADEFICITCOMERCIAL.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7293653752974872617.post-3404695440175835279</id><published>2012-01-20T09:00:00.000+01:00</published><updated>2012-01-23T08:56:50.021+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='FMI'/><category scheme='http://www.blogger.com/atom/ns#' term='España'/><title type='text'>Brecha del PIB en España: visión histórica del socavón actual</title><content type='html'>Parto de que España está muy mal, y el mejor ejemplo es la tasa de paro y sus previsiones. Además ayer &lt;a href="http://www.cincodias.com/articulo/economia/fmi-fitch-suman-quienes-ven-europa-recesion-ano/20120120cdscdieco_4/"&gt;el FMI nos informaba&lt;/a&gt; de que nos prevé dos terribles próximos años. Veremos si acierta en sus predicciones. En todo caso, yo estuve ayer viendo algunas de sus previsiones (la diferencia entre el PIB real y el PIB potencial de la economía española, en la misma basede datos de &lt;a href="http://comerciointernacionalaggp.blogspot.com/2012/01/saldo-por-cuenta-corriente-de-espana.html"&gt;ayer&lt;/a&gt;), y tampoco parece que estemos tan mal... como en épocas relativamente recientes. Parece que la situación fue peor en los años 80, con toda la reconversión llevada a cabo en esa época. Todo sea que en los próximos días, cuando el FMI actualice estos datos, la tendencia sea distinta (haz clic sobre la figura para aumentarla).&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-_tPLn4kjLxI/TxkewMfZSjI/AAAAAAAABN0/MOtMZi1tpUA/s1600/aPIB.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="196" src="http://3.bp.blogspot.com/-_tPLn4kjLxI/TxkewMfZSjI/AAAAAAAABN0/MOtMZi1tpUA/s320/aPIB.png" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;Si quieres recibir en tu correo las nuevas entradas que vayan saliendo en este blog, haz clic aquí.&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7293653752974872617-3404695440175835279?l=comerciointernacionalaggp.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comerciointernacionalaggp.blogspot.com/feeds/3404695440175835279/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7293653752974872617&amp;postID=3404695440175835279' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/3404695440175835279'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/3404695440175835279'/><link rel='alternate' type='text/html' href='http://comerciointernacionalaggp.blogspot.com/2012/01/brecha-del-pib-en-espana-vision.html' title='Brecha del PIB en España: visión histórica del socavón actual'/><author><name>Antonio Gómez Gómez-Plana</name><uri>http://www.blogger.com/profile/06224681286691103088</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp3.blogger.com/_dmlTFiDJx9I/R_uvT56b2JI/AAAAAAAAAAU/bdApWHuRNlM/S220/Antonio.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-_tPLn4kjLxI/TxkewMfZSjI/AAAAAAAABN0/MOtMZi1tpUA/s72-c/aPIB.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7293653752974872617.post-4818461917603769457</id><published>2012-01-19T09:42:00.000+01:00</published><updated>2012-01-19T09:42:56.270+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='España'/><title type='text'>Saldo por Cuenta Corriente de España</title><content type='html'>Buscando unos datos de comercio en una base de datos del Fondo Monetario Internacional (&lt;a href="http://www.imf.org/external/pubs/ft/weo/2011/02/weodata/index.aspx"&gt;World Economic Outlook&lt;/a&gt;), me ha a petecido ver este perfil para España. Sobran comentarios (haz clic sobre la figura para aumentarla):&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-hhLlJ6X7ivw/TxfXHltmHhI/AAAAAAAABNs/quFvME2zxRI/s1600/asaldo.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="196" src="http://1.bp.blogspot.com/-hhLlJ6X7ivw/TxfXHltmHhI/AAAAAAAABNs/quFvME2zxRI/s320/asaldo.png" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;Si quieres recibir en tu correo las nuevas entradas que vayan saliendo en este blog, haz clic aquí.&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7293653752974872617-4818461917603769457?l=comerciointernacionalaggp.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comerciointernacionalaggp.blogspot.com/feeds/4818461917603769457/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7293653752974872617&amp;postID=4818461917603769457' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/4818461917603769457'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/4818461917603769457'/><link rel='alternate' type='text/html' href='http://comerciointernacionalaggp.blogspot.com/2012/01/saldo-por-cuenta-corriente-de-espana.html' title='Saldo por Cuenta Corriente de España'/><author><name>Antonio Gómez Gómez-Plana</name><uri>http://www.blogger.com/profile/06224681286691103088</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp3.blogger.com/_dmlTFiDJx9I/R_uvT56b2JI/AAAAAAAAAAU/bdApWHuRNlM/S220/Antonio.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-hhLlJ6X7ivw/TxfXHltmHhI/AAAAAAAABNs/quFvME2zxRI/s72-c/asaldo.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7293653752974872617.post-7900664350061123262</id><published>2012-01-18T11:19:00.001+01:00</published><updated>2012-01-18T11:19:41.739+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Finanzas internacionales'/><category scheme='http://www.blogger.com/atom/ns#' term='España'/><title type='text'>¿Y si España no paga?</title><content type='html'>Una cuestión que constantemente aparece en los mecios es qué pasa si España (entiéndase el Estado español) deja de pagar sus deudas (letras del Tesoro, bonos,...). ¿Quién se queda sin cobrar? Aquí está una tabla explicativa (de &lt;a href="http://www.bruegel.org/publications/publication-detail/publication/674-the-euro-crisis-and-the-new-impossible-trinity/"&gt;este&lt;/a&gt; trabajo de Jean Pisani-Ferry, haz clic sobre la tabla para aumentarla):&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-fQxhCIo4R7s/TxacSwGfS0I/AAAAAAAABNk/E-xR0dkfdng/s1600/adeuda.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="149" src="http://3.bp.blogspot.com/-fQxhCIo4R7s/TxacSwGfS0I/AAAAAAAABNk/E-xR0dkfdng/s320/adeuda.png" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Se quedan sin cobrar fundamentalmente los españoles. Sólo un 33% de la deuda pública española está en manos de extranjeros (más el 4,8% en manos del Banco Central Europeo). Esta es una foto bastante diferente de lo que pasaría ante una bancarrota de Irlanda, Portugal... o Alemania.&lt;div class="blogger-post-footer"&gt;Si quieres recibir en tu correo las nuevas entradas que vayan saliendo en este blog, haz clic aquí.&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7293653752974872617-7900664350061123262?l=comerciointernacionalaggp.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comerciointernacionalaggp.blogspot.com/feeds/7900664350061123262/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7293653752974872617&amp;postID=7900664350061123262' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/7900664350061123262'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/7900664350061123262'/><link rel='alternate' type='text/html' href='http://comerciointernacionalaggp.blogspot.com/2012/01/y-si-espana-no-paga.html' title='¿Y si España no paga?'/><author><name>Antonio Gómez Gómez-Plana</name><uri>http://www.blogger.com/profile/06224681286691103088</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp3.blogger.com/_dmlTFiDJx9I/R_uvT56b2JI/AAAAAAAAAAU/bdApWHuRNlM/S220/Antonio.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-fQxhCIo4R7s/TxacSwGfS0I/AAAAAAAABNk/E-xR0dkfdng/s72-c/adeuda.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7293653752974872617.post-8497155717285179512</id><published>2012-01-17T06:00:00.000+01:00</published><updated>2012-01-18T11:20:03.930+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='proteccionismo'/><category scheme='http://www.blogger.com/atom/ns#' term='Política comercial'/><category scheme='http://www.blogger.com/atom/ns#' term='America'/><title type='text'>De nuevo... proteccionismo en Argentina</title><content type='html'>Ya he indicado &lt;a href="http://comerciointernacionalaggp.blogspot.com/2011/10/el-proteccionismo-imaginativo-de.html"&gt;en otras ocasiones&lt;/a&gt; que Argentina es todo un filón en noticias sobre proteccionismo. Aquí está un extracto de &lt;a href="http://www.elmundo.es/america/2012/01/16/argentina/1326721107.html?a=27fe9e9652ce5fb6a4bb09f22c431a74&amp;amp;t=1326728839&amp;amp;numero="&gt;la última&lt;/a&gt;:&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;&lt;br /&gt;Qué sucederá a partir del 1 de febrero cuando entre en vigor el decreto que obliga a los importadores &lt;b&gt;a pedir autorización por cada producto que quieran ingresar&lt;/b&gt;, desde una simple tuerca hasta un ordenador. De acuerdo con la nueva ordenanza, los empresarios deberán elevar la correspondiente solicitud a la Administración Federal de Ingresos Públicos (AFIP), un organismo que &lt;b&gt;hasta ahora sólo se ocupaba de recaudar impuestos&lt;/b&gt;.&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;&lt;div id="desarrollo_noticia"&gt;&lt;div id="tamano"&gt;Los empresarios piden aclaraciones acerca de la nueva medida, y el Gobierno sólo les ofrece una declaración de principios: &lt;b&gt;a Argentina no ingresará ningún artículo homologable a otro que se fabrique en el país&lt;/b&gt;.&lt;br /&gt;&lt;br /&gt;El argumento que esgrime el Gobierno, en defensa del control que ejerce sobre las importaciones, es que de otra manera no se puede llevar a cabo &lt;b&gt;la reindustrialización del país&lt;/b&gt;.&lt;br /&gt;&lt;br /&gt;A juicio de Marcos Weisman, detrás de las políticas "en defensa de la matriz productiva" se oculta &lt;b&gt;la desesperación de la Casa Rosada por reducir el déficit en el intercambio comercial industrial&lt;/b&gt;, que en el 2011 estuvo cerca de los 25.000 millones de dólares.&lt;br /&gt;Otro de los objetivos no manifiestos sería evitar que se repita el cuadro del 2011, cuando los activos del Banco Central cayeron en 5.800 millones de dólares al dispararse la demanda de divisas. "Al Gobierno le quedan dos semanas para arrepentirse (de los nuevos controles que piensa aplicar) de algo que &lt;b&gt;pondría en riesgo procesos productivos enteros&lt;/b&gt;, la actividad económica misma y de seguido, miles de puestos de trabajo", concluye Marcos Weisman.&lt;/div&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;div class="blogger-post-footer"&gt;Si quieres recibir en tu correo las nuevas entradas que vayan saliendo en este blog, haz clic aquí.&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7293653752974872617-8497155717285179512?l=comerciointernacionalaggp.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comerciointernacionalaggp.blogspot.com/feeds/8497155717285179512/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7293653752974872617&amp;postID=8497155717285179512' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/8497155717285179512'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/8497155717285179512'/><link rel='alternate' type='text/html' href='http://comerciointernacionalaggp.blogspot.com/2012/01/proteccionismo-en-argentina.html' title='De nuevo... proteccionismo en Argentina'/><author><name>Antonio Gómez Gómez-Plana</name><uri>http://www.blogger.com/profile/06224681286691103088</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp3.blogger.com/_dmlTFiDJx9I/R_uvT56b2JI/AAAAAAAAAAU/bdApWHuRNlM/S220/Antonio.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7293653752974872617.post-2123337187890970978</id><published>2012-01-16T09:43:00.002+01:00</published><updated>2012-01-16T09:43:43.544+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Historia'/><title type='text'>Recomendación: sobre la Historia del Comercio Internacional</title><content type='html'>En las universidades de EEUU comienza ahora el segundo cuatrimestre. Y en la Universidad de Berkeley está uno de mis profesores favoritos de Historia Económica, Brad deLong. Va a impartir, junto a otros grandes expertos, un &lt;a href="http://delong.typepad.com/sdj/2012/01/econ-210a-course-policies.html"&gt;curso de Introducción a la Historia Económica&lt;/a&gt; de los últimos siglos. Hay un par de &lt;a href="http://delong.typepad.com/sdj/2012/01/econ-210a-readings-and-topics.html"&gt;temas del curso &lt;/a&gt;muy relacionados con el Comercio Internacional. Son éstos, con sus lecturas correspondientes (aviso: lo veremos, pero deLong suele incluir en su web las presentaciones que hace en clase):&lt;br /&gt;&lt;br /&gt;&lt;style&gt;&lt;!-- /* Font Definitions */@font-face {font-family:"Courier New"; panose-1:2 7 3 9 2 2 5 2 4 4; mso-font-charset:0; mso-generic-font-family:auto; mso-font-pitch:variable; mso-font-signature:-536859905 -1073711037 9 0 511 0;}@font-face {font-family:Times; panose-1:2 0 5 0 0 0 0 0 0 0; mso-font-charset:0; mso-generic-font-family:auto; mso-font-pitch:variable; mso-font-signature:3 0 0 0 1 0;}@font-face {font-family:Wingdings; panose-1:2 0 5 0 0 0 0 0 0 0; mso-font-charset:2; mso-generic-font-family:auto; mso-font-pitch:variable; mso-font-signature:0 268435456 0 0 -2147483648 0;}@font-face {font-family:"ＭＳ 明朝"; panose-1:0 0 0 0 0 0 0 0 0 0; mso-font-charset:128; mso-generic-font-family:roman; mso-font-format:other; mso-font-pitch:fixed; mso-font-signature:1 134676480 16 0 131072 0;}@font-face {font-family:"Cambria Math"; 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mso-level-number-position:left; text-indent:-18.0pt; mso-ansi-font-size:10.0pt; font-family:"Courier New"; mso-bidi-font-family:"Times New Roman";}@list l1:level3 {mso-level-number-format:bullet; mso-level-text:; mso-level-tab-stop:108.0pt; mso-level-number-position:left; text-indent:-18.0pt; mso-ansi-font-size:10.0pt; font-family:Wingdings;}@list l1:level4 {mso-level-number-format:bullet; mso-level-text:; mso-level-tab-stop:144.0pt; mso-level-number-position:left; text-indent:-18.0pt; mso-ansi-font-size:10.0pt; font-family:Wingdings;}@list l1:level5 {mso-level-number-format:bullet; mso-level-text:; mso-level-tab-stop:180.0pt; mso-level-number-position:left; text-indent:-18.0pt; mso-ansi-font-size:10.0pt; font-family:Wingdings;}@list l1:level6 {mso-level-number-format:bullet; mso-level-text:; mso-level-tab-stop:216.0pt; mso-level-number-position:left; text-indent:-18.0pt; mso-ansi-font-size:10.0pt; font-family:Wingdings;}@list l1:level7 {mso-level-number-format:bullet; mso-level-text:; mso-level-tab-stop:252.0pt; mso-level-number-position:left; text-indent:-18.0pt; mso-ansi-font-size:10.0pt; font-family:Wingdings;}@list l1:level8 {mso-level-number-format:bullet; mso-level-text:; mso-level-tab-stop:288.0pt; mso-level-number-position:left; text-indent:-18.0pt; mso-ansi-font-size:10.0pt; font-family:Wingdings;}@list l1:level9 {mso-level-number-format:bullet; mso-level-text:; mso-level-tab-stop:324.0pt; mso-level-number-position:left; text-indent:-18.0pt; mso-ansi-font-size:10.0pt; font-family:Wingdings;}ol {margin-bottom:0cm;}ul {margin-bottom:0cm;}--&gt;&lt;/style&gt;&lt;br /&gt;&lt;strong&gt;&lt;span style="font-family: Times;"&gt;January 25. The CommercialRevolutio &lt;/span&gt;&lt;/strong&gt;&lt;br /&gt;&lt;div style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;"&gt;&lt;span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"&gt;&lt;span style="mso-list: Ignore;"&gt;·&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Karl Marx (1867), "The So-called PrimitiveCapital Accumulation," Capital, Vol. 1, Part VIII, Chapters 26-32. &lt;a href="http://tinyurl.com/dl20090112k"&gt;http://tinyurl.com/dl20090112k&lt;/a&gt;&lt;/div&gt;&lt;div style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;"&gt;&lt;span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"&gt;&lt;span style="mso-list: Ignore;"&gt;·&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Daron Acemoglu, Simon Johnson, and JamesRobinson (2005), "The Rise of Europe: Atlantic Trade, InstitutionalChange, and Economic Growth," American Economic Review 95:3, pp. 546-79. &lt;a href="http://www.jstor.org/stable/i387682"&gt;http://www.jstor.org/stable/i387682&lt;/a&gt;&lt;/div&gt;&lt;div style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;"&gt;&lt;span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"&gt;&lt;span style="mso-list: Ignore;"&gt;·&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Jan de Vries (2010) "The Limits toGlobalization in the Early Modern World," Economic History Review 63:3,pp. 710-33. &lt;a href="http://web.ebscohost.com/ehost/results?sid=2ed5a63b-2aff-4c71-9e08-a3ca196c942a%40sessionmgr104&amp;amp;vid=2&amp;amp;hid=125&amp;amp;bquery=%28JN+%26amp%3bquot%3bEconomic+History+Review%26amp%3bquot%3b+AND+DT+20100801%29&amp;amp;bdata=JmRiPWJ0aCZ0eXBlPTEmc2l0ZT1laG9zdC1saXZl"&gt;http://web.ebscohost.com/ehost/results?sid=2ed5a63b-2aff-4c71-9e08-a3ca196c942a%40sessionmgr104&amp;amp;vid=2&amp;amp;hid=125&amp;amp;bquery=(JN+%26amp%3bquot%3bEconomic+History+Review%26amp%3bquot%3b+AND+DT+20100801)&amp;amp;bdata=JmRiPWJ0aCZ0eXBlPTEmc2l0ZT1laG9zdC1saXZl&lt;/a&gt;&lt;/div&gt;&lt;div style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;"&gt;&lt;span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"&gt;&lt;span style="mso-list: Ignore;"&gt;·&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Jeffrey Williamson and Kevin O'Rourke (2002),"After Columbus: Explaining Europe's Overseas Trade Boom, 1500-1800,"Journal of Economic History 62, pp. 417-56. &lt;a href="http://www.nber.org/papers/w8186"&gt;http://www.nber.org/papers/w8186&lt;/a&gt;&lt;/div&gt;&lt;div style="margin-left: 36pt; text-indent: -18pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;strong&gt;&lt;span style="font-family: Times;"&gt;March 21. Globalization and Crisi &lt;/span&gt;&lt;/strong&gt;&lt;br /&gt;&lt;div style="margin-left: 36.0pt; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt; text-indent: -18.0pt;"&gt;&lt;span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"&gt;&lt;span style="mso-list: Ignore;"&gt;·&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Richard Baldwin and Philippe Martin (1999), “TwoWaves of Globalization: Superficial Similarities, Fundamental Differences,”NBER Working Paper no.6904 (January). &lt;a href="http://www.nber.org/papers/w6904"&gt;http://www.nber.org/papers/w6904&lt;/a&gt;&lt;/div&gt;&lt;div style="margin-left: 36.0pt; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt; text-indent: -18.0pt;"&gt;&lt;span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"&gt;&lt;span style="mso-list: Ignore;"&gt;·&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Douglas Irwin (1998), “Did Late Nineteen CenturyU.S. Tariffs Promote Infant Industries? Evidence from the Tinplate Industry,”NBER Working Paper no. 6835 (December). &lt;a href="http://www.nber.org/papers/w6835"&gt;http://www.nber.org/papers/w6835&lt;/a&gt;&lt;/div&gt;&lt;div style="margin-left: 36.0pt; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt; text-indent: -18.0pt;"&gt;&lt;span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"&gt;&lt;span style="mso-list: Ignore;"&gt;·&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Barry Eichengreen and Michael Bordo (2002),“Crises Now and Then: What Lessons from the Last Era of FinancialGlobalization?” NBER Working Paper no. 8716 (January). &lt;a href="http://www.nber.org/papers/w8716"&gt;http://www.nber.org/papers/w8716&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;Si quieres recibir en tu correo las nuevas entradas que vayan saliendo en este blog, haz clic aquí.&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7293653752974872617-2123337187890970978?l=comerciointernacionalaggp.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comerciointernacionalaggp.blogspot.com/feeds/2123337187890970978/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7293653752974872617&amp;postID=2123337187890970978' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/2123337187890970978'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/2123337187890970978'/><link rel='alternate' type='text/html' href='http://comerciointernacionalaggp.blogspot.com/2012/01/recomendacion-sobre-la-historia-del.html' title='Recomendación: sobre la Historia del Comercio Internacional'/><author><name>Antonio Gómez Gómez-Plana</name><uri>http://www.blogger.com/profile/06224681286691103088</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp3.blogger.com/_dmlTFiDJx9I/R_uvT56b2JI/AAAAAAAAAAU/bdApWHuRNlM/S220/Antonio.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7293653752974872617.post-1349667064689194153</id><published>2012-01-13T13:22:00.000+01:00</published><updated>2012-01-13T13:22:04.917+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='China'/><category scheme='http://www.blogger.com/atom/ns#' term='Asia'/><category scheme='http://www.blogger.com/atom/ns#' term='Tipos de cambio'/><title type='text'>Seguimos en el Lejano Oriente</title><content type='html'>Leo en &lt;a href="http://www.foreignaffairs.com/articles/136778/sebastian-mallaby-and-olin-wethington/the-future-of-the-yuan?cid=nlc-this_week_on_foreignaffairs_co-011212-the_future_of_the_yuan_3-011212"&gt;Foreign Affairs&lt;/a&gt; alguna información al respecto de lo que comentaba ayer sobre la internacionalización del yuan, la moneda de China. Escriben Sebastian Mallaby y Olin Wethington:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;El yuan ya es aceptada como moneda para el comercio (esto es, sin el paso intermedio de convertirse en dólares) en  Mongolia, Pakistán, Tailandia y Vietnam.&lt;/li&gt;&lt;li&gt;Citando a Arvind Subramanian indican que el yuan puede ser la principal moneda de reserva de Asia a final de esta década (!). &lt;/li&gt;&lt;li&gt;El gobierno chino se ha centrado en Shanghai como centro financiero asiático.&lt;/li&gt;&lt;/ul&gt;&lt;div class="blogger-post-footer"&gt;Si quieres recibir en tu correo las nuevas entradas que vayan saliendo en este blog, haz clic aquí.&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7293653752974872617-1349667064689194153?l=comerciointernacionalaggp.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comerciointernacionalaggp.blogspot.com/feeds/1349667064689194153/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7293653752974872617&amp;postID=1349667064689194153' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/1349667064689194153'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/1349667064689194153'/><link rel='alternate' type='text/html' href='http://comerciointernacionalaggp.blogspot.com/2012/01/seguimos-en-el-lejano-oriente.html' title='Seguimos en el Lejano Oriente'/><author><name>Antonio Gómez Gómez-Plana</name><uri>http://www.blogger.com/profile/06224681286691103088</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp3.blogger.com/_dmlTFiDJx9I/R_uvT56b2JI/AAAAAAAAAAU/bdApWHuRNlM/S220/Antonio.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7293653752974872617.post-1838498598177188419</id><published>2012-01-12T09:31:00.001+01:00</published><updated>2012-01-12T09:31:40.101+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='China'/><category scheme='http://www.blogger.com/atom/ns#' term='Asia'/><category scheme='http://www.blogger.com/atom/ns#' term='Tipos de cambio'/><title type='text'>Del Lejano Oriente</title><content type='html'>Uf... que comienzo de año tan intenso. Y seguimos...&lt;br /&gt;&lt;br /&gt;Se me acumulan las novedades sobre temas de comercio internacional. Pero &lt;a href="http://blogs.wsj.com/chinarealtime/2011/12/27/economists-react-china-japan-currency-pact/"&gt;ésta&lt;/a&gt; me parece que tiene su interés y además me permite dirigir la vista a los terrenos donde, crisis aparte, está el centro comercial mundial: Asia-Pacífico. Después de los Reyes Magos, que llegaron de Oriente, seguimos por esas tierras lejanas.&lt;br /&gt;&lt;br /&gt;Resulta que China y Japón han firmado un acuerdo (ya veremos su evolución efectiva) para dar un papel más relevante a la moneda China en el marco del comercio internacional. Hasta ahora estos dos países "traducían" en dólares USA cuando intercambiaban entre ellos. Ya han decidido basarse en un tipo de cambio yen-yuan. Y por otro lado el Banco de Japón ha decidido incorporar al yuan entre sus reservas de divisas.&lt;br /&gt;&lt;br /&gt;Barry Eichengreen (de la Universidad de California-Berkeley) señala que nos dirigimos hacia un predominio de la divisa china en Asia. Jeffrey Frankel (de la Universidad de Harvard) indica muchas cosas interesantes. Por ejemplo, que el aumento en la circulación mundial del yuan favorecerá su apreciación, lo cual es bueno para los exportadores estadounidenses (y europeos). &lt;br /&gt;&lt;div class="blogger-post-footer"&gt;Si quieres recibir en tu correo las nuevas entradas que vayan saliendo en este blog, haz clic aquí.&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7293653752974872617-1838498598177188419?l=comerciointernacionalaggp.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comerciointernacionalaggp.blogspot.com/feeds/1838498598177188419/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7293653752974872617&amp;postID=1838498598177188419' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/1838498598177188419'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/1838498598177188419'/><link rel='alternate' type='text/html' href='http://comerciointernacionalaggp.blogspot.com/2012/01/del-lejano-oriente.html' title='Del Lejano Oriente'/><author><name>Antonio Gómez Gómez-Plana</name><uri>http://www.blogger.com/profile/06224681286691103088</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp3.blogger.com/_dmlTFiDJx9I/R_uvT56b2JI/AAAAAAAAAAU/bdApWHuRNlM/S220/Antonio.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7293653752974872617.post-6762827680525381009</id><published>2011-12-28T07:00:00.000+01:00</published><updated>2011-12-28T07:00:04.999+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Política comercial'/><title type='text'>Encontré petróleo: ¡Maldición!</title><content type='html'>Jeffrey Frankel, profesor de la Universidad de Harvard, &lt;a href="http://www.project-syndicate.org/commentary/frankel9/Spanish"&gt;escribe&lt;/a&gt; sobre el interesante tema de cómo una fuente de riqueza (en concreto, los recursos naturales petrolíferos) se puede convertir en una bendición para un país, aunque la historia nos muestra que muchísimas veces ha sido lo contrario: es el caso de &lt;i&gt;la maldición de los recursos naturales&lt;/i&gt;. Unos párrafos escogidos:&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;&lt;b&gt;¿Por qué resulta la riqueza petrolera una maldición con tanta frecuencia como una bendición?&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Los economistas han determinado &lt;b&gt;seis riesgos&lt;/b&gt; que pueden afligir a los exportadores de recursos naturales: la inestabilidad de los precios de las materias primas, la expulsión de las manufacturas, la “enfermedad holandesa” (el auge de un sector exportador causa una rápida apreciación de la divisa, que socava la competitividad de otros exportadores), la falta del desarrollo institucional, la guerra civil y el agotamiento excesivamente rápido de los recursos (con ahorro insuficiente).&lt;br /&gt;&lt;br /&gt;&lt;b&gt;¿Qué pueden hacer los países para velar por que los recursos naturales sean una bendición y no una maldición?&lt;/b&gt; &lt;br /&gt;&lt;br /&gt;Se han ensayado algunas políticas e instituciones y han fallado, en particular los intentos de anular artificialmente las fluctuaciones del mercado mundial imponiendo controles de precios y de las exportaciones, juntas de comercialización y cárteles.&lt;br /&gt;&lt;br /&gt;Algunas [estrategias de éxito] son las siguientes: proteger las ganancias por exportación, por ejemplo, mediante el mercado de opciones sobre el petróleo, como hace México; asegurar una política fiscal anticíclica, por ejemplo, mediante una variante de la norma del presupuesto estructural de Chile; y delegar los fondos de riqueza soberanos en gestores profesionales, como el Fondo Pula de Botswana.&lt;br /&gt;&lt;br /&gt;Por último, algunas ideas prometedoras nunca se han ensayado: denominar los bonos en precios del petróleo en lugar de en dólares, para protegerse contra el riesgo de una bajada de los precios; optar por basar la política monetaria en el precio de las materias primas como opción substitutiva de la inflación o de los tipos de cambio y distribuir los ingresos del petróleo por habitante a escala nacional para velar por que no acaben en las cuentas en bancos suizos de las minorías dirigentes.&lt;/blockquote&gt;&lt;div class="blogger-post-footer"&gt;Si quieres recibir en tu correo las nuevas entradas que vayan saliendo en este blog, haz clic aquí.&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7293653752974872617-6762827680525381009?l=comerciointernacionalaggp.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comerciointernacionalaggp.blogspot.com/feeds/6762827680525381009/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7293653752974872617&amp;postID=6762827680525381009' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/6762827680525381009'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/6762827680525381009'/><link rel='alternate' type='text/html' href='http://comerciointernacionalaggp.blogspot.com/2011/12/encontre-petroleo-maldicion.html' title='Encontré petróleo: ¡Maldición!'/><author><name>Antonio Gómez Gómez-Plana</name><uri>http://www.blogger.com/profile/06224681286691103088</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp3.blogger.com/_dmlTFiDJx9I/R_uvT56b2JI/AAAAAAAAAAU/bdApWHuRNlM/S220/Antonio.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7293653752974872617.post-3340221168776179696</id><published>2011-12-26T07:31:00.000+01:00</published><updated>2011-12-26T07:31:00.262+01:00</updated><title type='text'>Las apariencias engañan</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: left;"&gt;Cuando uno juzga muy rápido, puede equivocarse.&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object width="320" height="266" class="BLOG_video_class" id="BLOG_video-305e31f75d5cd725" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0"&gt;&lt;param name="movie" value="http://www.youtube.com/get_player"&gt;&lt;param name="bgcolor" value="#FFFFFF"&gt;&lt;param name="allowfullscreen" value="true"&gt;&lt;param name="flashvars" 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href='http://comerciointernacionalaggp.blogspot.com/feeds/3340221168776179696/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7293653752974872617&amp;postID=3340221168776179696' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/3340221168776179696'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/3340221168776179696'/><link rel='alternate' type='text/html' href='http://comerciointernacionalaggp.blogspot.com/2011/12/las-apariencias-enganan.html' title='Las apariencias engañan'/><author><name>Antonio Gómez Gómez-Plana</name><uri>http://www.blogger.com/profile/06224681286691103088</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp3.blogger.com/_dmlTFiDJx9I/R_uvT56b2JI/AAAAAAAAAAU/bdApWHuRNlM/S220/Antonio.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7293653752974872617.post-8768778014185076072</id><published>2011-12-23T07:00:00.000+01:00</published><updated>2011-12-23T07:00:12.616+01:00</updated><title type='text'>Feliz Navidad</title><content type='html'>&lt;b style="color: #45818e;"&gt;&lt;span style="font-size: x-large;"&gt;&lt;a href="http://www.primeroscristianos.com/lugares_de_tierra_santa/Belen.html"&gt;Feliz Navidad&lt;/a&gt;.&lt;/span&gt;&lt;/b&gt;&lt;div class="blogger-post-footer"&gt;Si quieres recibir en tu correo las nuevas entradas que vayan saliendo en este blog, haz clic aquí.&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7293653752974872617-8768778014185076072?l=comerciointernacionalaggp.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comerciointernacionalaggp.blogspot.com/feeds/8768778014185076072/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7293653752974872617&amp;postID=8768778014185076072' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/8768778014185076072'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/8768778014185076072'/><link rel='alternate' type='text/html' href='http://comerciointernacionalaggp.blogspot.com/2011/12/feliz-navidad.html' title='Feliz Navidad'/><author><name>Antonio Gómez Gómez-Plana</name><uri>http://www.blogger.com/profile/06224681286691103088</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp3.blogger.com/_dmlTFiDJx9I/R_uvT56b2JI/AAAAAAAAAAU/bdApWHuRNlM/S220/Antonio.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7293653752974872617.post-4931539766792142772</id><published>2011-12-22T07:00:00.000+01:00</published><updated>2011-12-22T08:18:36.646+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='crisis económica'/><category scheme='http://www.blogger.com/atom/ns#' term='FMI'/><title type='text'>Qué ha fallado en 2011</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-LLSdcHwUzLw/TvLZwbOF_nI/AAAAAAAABHY/zNQcoubudcQ/s1600/OB_Spring-2011-WEO-300x189.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://4.bp.blogspot.com/-LLSdcHwUzLw/TvLZwbOF_nI/AAAAAAAABHY/zNQcoubudcQ/s1600/OB_Spring-2011-WEO-300x189.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;En los últimos años &lt;a href="http://es.wikipedia.org/wiki/Olivier_Blanchard"&gt;Olivier Blanchard&lt;/a&gt;, desde mi punto de vista, se ha convertido en una persona a la que conviene oir en sus intervenciones sobre "cómo está el mundo". Desde la distancia me da la sensación que su labor ha mejorado la baja credibilidad que se había ganado el FMI. &lt;a href="http://blog-dialogoafondo.org/?p=1487"&gt;Esta&lt;/a&gt; es la última intervención, y en ella nos muestra qué es lo que ha fallado en 2011. &lt;br /&gt;Vía &lt;a href="http://krugman.blogs.nytimes.com/2011/12/21/olivier-blanchard-isnt-very-serious/"&gt;Krugman&lt;/a&gt;.&lt;div class="blogger-post-footer"&gt;Si quieres recibir en tu correo las nuevas entradas que vayan saliendo en este blog, haz clic aquí.&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7293653752974872617-4931539766792142772?l=comerciointernacionalaggp.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comerciointernacionalaggp.blogspot.com/feeds/4931539766792142772/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7293653752974872617&amp;postID=4931539766792142772' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/4931539766792142772'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/4931539766792142772'/><link rel='alternate' type='text/html' href='http://comerciointernacionalaggp.blogspot.com/2011/12/que-ha-fallado-en-2011.html' title='Qué ha fallado en 2011'/><author><name>Antonio Gómez Gómez-Plana</name><uri>http://www.blogger.com/profile/06224681286691103088</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp3.blogger.com/_dmlTFiDJx9I/R_uvT56b2JI/AAAAAAAAAAU/bdApWHuRNlM/S220/Antonio.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-LLSdcHwUzLw/TvLZwbOF_nI/AAAAAAAABHY/zNQcoubudcQ/s72-c/OB_Spring-2011-WEO-300x189.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7293653752974872617.post-2280386484694046149</id><published>2011-12-21T07:00:00.000+01:00</published><updated>2011-12-21T08:22:47.859+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Docencia'/><title type='text'>Lo que enseñamos... y lo que decimos</title><content type='html'>&lt;a href="http://www.project-syndicate.org/commentary/rodrik65/Spanish"&gt;Dani Rodrik&lt;/a&gt;:&lt;br /&gt;&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;Si un periodista pregunta a un profesor de economía si es un bueno para el país establecer relaciones de libre comercio con el país X o Y. Estamos seguros que el economista, como la gran mayoría de los de su profesión, le dirá entusiasta que apoya la idea de libre comercio entre dichos países. &lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;Ahora dejemos que el periodista entre encubierto como estudiante en el seminario universitario avanzado sobre Teoría del Comercio Internacional. El “estudiante” va hacer la misma pregunta: ¿“Es bueno el libre comercio”? No creo que la respuesta sea tan rápida y sucinta esta vez. De hecho, es probable que el profesor se quede desconcertado por la pregunta. ¿“A qué se refiere con bueno”?, preguntará. ¿“Y bueno para quién?” &lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;Entonces, el profesor dará una larga y tormentosa exégesis que finalmente culminará en una afirmación muy condicionada: “Así pues, si la larga lista de condiciones que acabo de describir se cumple, y suponiendo que podamos cobrar impuestos a los beneficiarios para compensar a los perdedores, el libre comercio tiene el potencial de acrecentar el bienestar de todos.” Si quisiera profundizar, el profesor podría añadir que el efecto del libre comercio en la tasa de crecimiento de una economía no es claro, y que depende de un conjunto de requisitos totalmente distintos. &lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;Una afirmación directa e incondicional sobre los beneficios del libre comercio se convirtió ahora en una aseveración adornada con todo tipo de peros. Extrañamente, el conocimiento que el profesor imparte voluntariamente con gran orgullo a sus estudiantes de posgrado se considera inapropiado (o peligroso) para el público en general. &lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;La enseñanza de economía a nivel de licenciatura tiene el mismo problema. En nuestro afán por mostrar las perlas de la profesión en una forma pulcra –la eficiencia de los mercados, la mano invisible, las ventajas comparativas- nos alejamos de las complicaciones y matices del mundo real, que han sido reconocidas por la disciplina. Es como si los cursos de introducción a la Física asumen un&amp;nbsp; mundo sin gravedad porque de esa manera todo es mucho más simple.&lt;br /&gt;Aplicada apropiadamente y con una buena dosis de sentido común, la economía nos habría preparado para una crisis financiera y llevado por la dirección correcta para arreglar las causas. Sin embargo, la economía que necesitamos es como la del curso de seminario y no una de normas generales. La economía puede reconocer sus limitaciones y sabe que el mensaje correcto depende del contexto. &lt;/blockquote&gt;&lt;div class="blogger-post-footer"&gt;Si quieres recibir en tu correo las nuevas entradas que vayan saliendo en este blog, haz clic aquí.&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7293653752974872617-2280386484694046149?l=comerciointernacionalaggp.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comerciointernacionalaggp.blogspot.com/feeds/2280386484694046149/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7293653752974872617&amp;postID=2280386484694046149' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/2280386484694046149'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/2280386484694046149'/><link rel='alternate' type='text/html' href='http://comerciointernacionalaggp.blogspot.com/2011/12/lo-que-ensenamos-y-lo-que-decimos.html' title='Lo que enseñamos... y lo que decimos'/><author><name>Antonio Gómez Gómez-Plana</name><uri>http://www.blogger.com/profile/06224681286691103088</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp3.blogger.com/_dmlTFiDJx9I/R_uvT56b2JI/AAAAAAAAAAU/bdApWHuRNlM/S220/Antonio.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7293653752974872617.post-5583593199637027196</id><published>2011-12-20T06:30:00.000+01:00</published><updated>2011-12-20T06:30:01.513+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='China'/><title type='text'>Miedos chinos</title><content type='html'>Hace unos días se publicaron unos datos que indicaban que las exportaciones de China se habían ralentizado y caían. Y dado el panorama europeo, empezaban a saltar las alarmas de posibles señales de crisis en este país. &lt;a href="http://www.piie.com/blogs/china/?p=752"&gt;Nicholas Borst&lt;/a&gt; nos apela a tomar esta caída con cautela. Muestra un gráfico muy clarificador de la evolución de las exportaciones chinas. Puede que haya que preocuparse, pero a la vista del gráfico, tampoco parece para tanto. Llama la atención en la gráfica "el agujero" en las exportaciones en la fase más aguda de la crisis.&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-z5XUBRRFy0k/TutA6MDv-_I/AAAAAAAABHM/-V5-7aHxHc0/s1600/aChinas-Export-Growth-600x463.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="246" src="http://4.bp.blogspot.com/-z5XUBRRFy0k/TutA6MDv-_I/AAAAAAAABHM/-V5-7aHxHc0/s320/aChinas-Export-Growth-600x463.png" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;Si quieres recibir en tu correo las nuevas entradas que vayan saliendo en este blog, haz clic aquí.&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7293653752974872617-5583593199637027196?l=comerciointernacionalaggp.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comerciointernacionalaggp.blogspot.com/feeds/5583593199637027196/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7293653752974872617&amp;postID=5583593199637027196' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/5583593199637027196'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/5583593199637027196'/><link rel='alternate' type='text/html' href='http://comerciointernacionalaggp.blogspot.com/2011/12/miedos-chinos.html' title='Miedos chinos'/><author><name>Antonio Gómez Gómez-Plana</name><uri>http://www.blogger.com/profile/06224681286691103088</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp3.blogger.com/_dmlTFiDJx9I/R_uvT56b2JI/AAAAAAAAAAU/bdApWHuRNlM/S220/Antonio.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-z5XUBRRFy0k/TutA6MDv-_I/AAAAAAAABHM/-V5-7aHxHc0/s72-c/aChinas-Export-Growth-600x463.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7293653752974872617.post-7892353873233627475</id><published>2011-12-19T06:30:00.000+01:00</published><updated>2011-12-19T06:30:01.043+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='UE'/><category scheme='http://www.blogger.com/atom/ns#' term='España'/><category scheme='http://www.blogger.com/atom/ns#' term='Datos'/><title type='text'>Datos de comercio de Eurostat</title><content type='html'>Deprimente panorámica del comercio exterior español, con los &lt;a href="http://epp.eurostat.ec.europa.eu/cache/ITY_PUBLIC/6-16122011-BP/EN/6-16122011-BP-EN.PDF"&gt;datos que acaba de publicar Eurostat&lt;/a&gt; (haz clic sobre la figura para aumentarla):&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-0GUalfzYU1k/TussAn2kzyI/AAAAAAAABHE/tkV-626Gso8/s1600/aUE.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="279" src="http://1.bp.blogspot.com/-0GUalfzYU1k/TussAn2kzyI/AAAAAAAABHE/tkV-626Gso8/s320/aUE.png" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;Si quieres recibir en tu correo las nuevas entradas que vayan saliendo en este blog, haz clic aquí.&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7293653752974872617-7892353873233627475?l=comerciointernacionalaggp.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comerciointernacionalaggp.blogspot.com/feeds/7892353873233627475/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7293653752974872617&amp;postID=7892353873233627475' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/7892353873233627475'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/7892353873233627475'/><link rel='alternate' type='text/html' href='http://comerciointernacionalaggp.blogspot.com/2011/12/datos-de-comercio-de-eurostat.html' title='Datos de comercio de Eurostat'/><author><name>Antonio Gómez Gómez-Plana</name><uri>http://www.blogger.com/profile/06224681286691103088</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp3.blogger.com/_dmlTFiDJx9I/R_uvT56b2JI/AAAAAAAAAAU/bdApWHuRNlM/S220/Antonio.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-0GUalfzYU1k/TussAn2kzyI/AAAAAAAABHE/tkV-626Gso8/s72-c/aUE.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7293653752974872617.post-6702310265626927701</id><published>2011-12-16T12:14:00.001+01:00</published><updated>2011-12-16T12:15:26.077+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Doha'/><category scheme='http://www.blogger.com/atom/ns#' term='EEUU'/><title type='text'>La política comercial de EEUU hoy: visión heavy</title><content type='html'>Según la ve &lt;a href="http://www.project-syndicate.org/commentary/bhagwati19/Spanish"&gt;Jagdish Bhagwati&lt;/a&gt;:&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;Por lo tanto, los EE.&amp;nbsp;UU. prácticamente se han retirado de la Ronda de Doha para negociaciones de comercio multilateral, con Obama consintiendo a los codiciosos grupos de presión que no se calmarán a menos que se cumplan más de sus demandas. Pero Obama no solo abandonó Doha; también puso seriamente en peligro al sistema de comercio multilateral al desviar los esfuerzos y recursos estadounidenses hacia acuerdos comerciales bilaterales discriminatorios y, más recientemente, hacia el Acuerdo Transpacífico, que principalmente ayudará a países preocupados por la agresividad China y busca seguridad política en lugar de mayor comercio.&lt;/blockquote&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;Si quieres recibir en tu correo las nuevas entradas que vayan saliendo en este blog, haz clic aquí.&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7293653752974872617-6702310265626927701?l=comerciointernacionalaggp.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comerciointernacionalaggp.blogspot.com/feeds/6702310265626927701/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7293653752974872617&amp;postID=6702310265626927701' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/6702310265626927701'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/6702310265626927701'/><link rel='alternate' type='text/html' href='http://comerciointernacionalaggp.blogspot.com/2011/12/la-politica-comercial-de-eeuu-hoy.html' title='La política comercial de EEUU hoy: visión heavy'/><author><name>Antonio Gómez Gómez-Plana</name><uri>http://www.blogger.com/profile/06224681286691103088</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp3.blogger.com/_dmlTFiDJx9I/R_uvT56b2JI/AAAAAAAAAAU/bdApWHuRNlM/S220/Antonio.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7293653752974872617.post-7126042706062156822</id><published>2011-12-15T09:29:00.000+01:00</published><updated>2011-12-15T09:29:30.082+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='OMC'/><category scheme='http://www.blogger.com/atom/ns#' term='Doha'/><title type='text'>¿A la 8ª va la vencida?</title><content type='html'>Bueno, pues ya está en marcha la &lt;a href="http://www.wto.org/spanish/thewto_s/minist_s/min11_s/video_s.htm"&gt;Octava Cumbre Ministerial de la OMC&lt;/a&gt;. La situación económica cuasi-mundial es deprimente, y no parece que esta nueva convocatoria vaya a suponer ningún avance en los famosos compromisos de Doha. EL multilateralismo, tristemente para mí, está de capa caída. En cualquier caso... veremos qué pasa. Y si sale algo veremos si el comentario de Jagdish Bhagwati (via &lt;a href="http://www.tradediversion.net/archives/2011/12/a-decade-of-doha.html"&gt;Trade Diversion&lt;/a&gt;) se cumple:&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;"Si Doha sale adelante, nadie va a volver a tener una ronda multilateral nunca".&amp;nbsp; &lt;/blockquote&gt;&lt;br /&gt;¿Y si no sale? ... tampoco.&lt;div class="blogger-post-footer"&gt;Si quieres recibir en tu correo las nuevas entradas que vayan saliendo en este blog, haz clic aquí.&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7293653752974872617-7126042706062156822?l=comerciointernacionalaggp.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comerciointernacionalaggp.blogspot.com/feeds/7126042706062156822/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7293653752974872617&amp;postID=7126042706062156822' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/7126042706062156822'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/7126042706062156822'/><link rel='alternate' type='text/html' href='http://comerciointernacionalaggp.blogspot.com/2011/12/la-8-va-la-vencida.html' title='¿A la 8ª va la vencida?'/><author><name>Antonio Gómez Gómez-Plana</name><uri>http://www.blogger.com/profile/06224681286691103088</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp3.blogger.com/_dmlTFiDJx9I/R_uvT56b2JI/AAAAAAAAAAU/bdApWHuRNlM/S220/Antonio.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7293653752974872617.post-8425863578385446757</id><published>2011-12-13T16:31:00.001+01:00</published><updated>2011-12-13T16:31:36.413+01:00</updated><title type='text'>Una valoración de la cumbre europea pasada</title><content type='html'>Esta es la &lt;a href="http://www.project-syndicate.org/commentary/orourke1/Spanish"&gt;opinión&lt;/a&gt; del irlandés Kevin O'Rourke, de la Universidad de Oxford, nos da su visión de la pasada cumbre europea. Hay puntos que merecen algo más que una reflexión.&lt;div class="blogger-post-footer"&gt;Si quieres recibir en tu correo las nuevas entradas que vayan saliendo en este blog, haz clic aquí.&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7293653752974872617-8425863578385446757?l=comerciointernacionalaggp.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comerciointernacionalaggp.blogspot.com/feeds/8425863578385446757/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7293653752974872617&amp;postID=8425863578385446757' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/8425863578385446757'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/8425863578385446757'/><link rel='alternate' type='text/html' href='http://comerciointernacionalaggp.blogspot.com/2011/12/una-valoracion-de-la-cumbre-europea.html' title='Una valoración de la cumbre europea pasada'/><author><name>Antonio Gómez Gómez-Plana</name><uri>http://www.blogger.com/profile/06224681286691103088</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp3.blogger.com/_dmlTFiDJx9I/R_uvT56b2JI/AAAAAAAAAAU/bdApWHuRNlM/S220/Antonio.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7293653752974872617.post-6530826200090049719</id><published>2011-12-09T06:00:00.000+01:00</published><updated>2011-12-09T06:00:02.364+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='UE'/><category scheme='http://www.blogger.com/atom/ns#' term='crisis económica'/><title type='text'>Indicador: desequilibrio en la balanza por cuenta corriente</title><content type='html'>La reunión de los jefes de gobierno de la UU y la zona euro nos está haciendo temblar a todos. Y más a nuestros vecinos de península. Parece más o menos claro que uno de los resultados de las reuniones va a ser mayor disciplina en cumplir ciertos objetivos. Y leo el &lt;a href="http://www.ft.com/intl/cms/s/0/396ff020-1ffd-11e1-8662-00144feabdc0.html#axzz1fqFL19FO"&gt;último artículo de Martin Wolf&lt;/a&gt; que pasa a analizarlos y concluye que el problema es que los indicadores habituales dejan fuera el que a él le parece el más importante: &lt;b&gt;el desequilibrio en la balanza por cuenta corriente&lt;/b&gt;. Y su silogismo deductivo con los datos entre 1999 y 2007 (antes del estallido) sigue este esquema:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;&lt;span style="color: red;"&gt;Déficit fiscal&lt;/span&gt;: Todos los países de la eurozona cumplían el famoso 3%, excepto Grecia. Los siguientes países "malos" en el ránking eran, por este orden, Italia, Francia, Alemania y Austria. Mientras tanto Irlanda, Estonia, España y Bélgica estaban bastante bien. En estos momentos han empeorado muchísimo Irlanda, Portugal y España, pero no Italia. &lt;b&gt;No parece por tanto un buen indicador&lt;/b&gt;.&lt;span style="color: red;"&gt; &lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="color: red;"&gt;Deuda pública&lt;/span&gt;: Fallaban Grecia, Italia, Bélgica y Portugal. Pero cumplían mucho mejor que Alemania&amp;nbsp; tanto Estonia, como Irlanda y España. Tras la crisis el deterioro de Irlanda en este aspecto es espectacular. &lt;b&gt;No parece tampoco un buen indicador.&lt;/b&gt;&lt;span style="color: red;"&gt; &lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="color: red;"&gt;Déficit por cuenta corriente&lt;/span&gt;: Los países más vulnerables eran Estonia, Portugal, Grecia, España, Irlanda e Italia. &lt;b&gt;¡Vaya!&lt;/b&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div class="blogger-post-footer"&gt;Si quieres recibir en tu correo las nuevas entradas que vayan saliendo en este blog, haz clic aquí.&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7293653752974872617-6530826200090049719?l=comerciointernacionalaggp.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comerciointernacionalaggp.blogspot.com/feeds/6530826200090049719/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7293653752974872617&amp;postID=6530826200090049719' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/6530826200090049719'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/6530826200090049719'/><link rel='alternate' type='text/html' href='http://comerciointernacionalaggp.blogspot.com/2011/12/indicador-desequilibrio-en-la-balanza.html' title='Indicador: desequilibrio en la balanza por cuenta corriente'/><author><name>Antonio Gómez Gómez-Plana</name><uri>http://www.blogger.com/profile/06224681286691103088</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp3.blogger.com/_dmlTFiDJx9I/R_uvT56b2JI/AAAAAAAAAAU/bdApWHuRNlM/S220/Antonio.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7293653752974872617.post-5654778952972405709</id><published>2011-12-05T12:15:00.001+01:00</published><updated>2011-12-07T11:31:36.662+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='UE'/><category scheme='http://www.blogger.com/atom/ns#' term='Datos de comercio mundial'/><title type='text'>Los países emergentes ganan a la Zona Euro</title><content type='html'>&lt;h3 style="font-weight: normal;"&gt;Nos informa &lt;a href="http://www.cincodias.com/articulo/economia/emergentes-superan-primera-vez-zona-euro-cuota-exportadora/20111205cdscdieco_2/"&gt;Cinco Días&lt;/a&gt;:&amp;nbsp;&lt;/h3&gt;&lt;div style="text-align: justify;"&gt;&lt;blockquote class="tr_bq"&gt;&lt;h3 style="font-weight: normal;"&gt;&lt;i&gt;Los países desarrollados pierden poder frente a los emergentes. &lt;b&gt;Por primera vez en la historia&lt;/b&gt;, la cuota exportadora de los países en vías de desarrollo ha superado a los 17 que componen la zona euro. Nueve de los veinte mayores exportadores ya son emergentes, con China consolidada en la primera posición y Rusia escalando al noveno puesto.&lt;/i&gt;&lt;/h3&gt;&lt;/blockquote&gt;&lt;/div&gt;&lt;h1&gt;&lt;/h1&gt;&lt;div class="blogger-post-footer"&gt;Si quieres recibir en tu correo las nuevas entradas que vayan saliendo en este blog, haz clic aquí.&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7293653752974872617-5654778952972405709?l=comerciointernacionalaggp.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comerciointernacionalaggp.blogspot.com/feeds/5654778952972405709/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7293653752974872617&amp;postID=5654778952972405709' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/5654778952972405709'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/5654778952972405709'/><link rel='alternate' type='text/html' href='http://comerciointernacionalaggp.blogspot.com/2011/12/los-paises-emergentes-ganan-la-zona.html' title='Los países emergentes ganan a la Zona Euro'/><author><name>Antonio Gómez Gómez-Plana</name><uri>http://www.blogger.com/profile/06224681286691103088</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp3.blogger.com/_dmlTFiDJx9I/R_uvT56b2JI/AAAAAAAAAAU/bdApWHuRNlM/S220/Antonio.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7293653752974872617.post-2189620889682160945</id><published>2011-12-02T06:30:00.000+01:00</published><updated>2011-12-02T06:30:00.431+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='balanza de pagos'/><category scheme='http://www.blogger.com/atom/ns#' term='España'/><title type='text'>Balanza de Pagos de España de 2011 (tercer trimestre)</title><content type='html'>&lt;a href="http://www.bde.es/webbde/es/secciones/prensa/Notas_Informativ/anoactual"&gt;Aquí&lt;/a&gt; están los últimos datos del Banco de España. En las sub-balanzas hay tantos vaivenes y cambios de signo respecto a 2010, que esto merece una reflexión profunda.&lt;div class="blogger-post-footer"&gt;Si quieres recibir en tu correo las nuevas entradas que vayan saliendo en este blog, haz clic aquí.&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7293653752974872617-2189620889682160945?l=comerciointernacionalaggp.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comerciointernacionalaggp.blogspot.com/feeds/2189620889682160945/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7293653752974872617&amp;postID=2189620889682160945' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/2189620889682160945'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/2189620889682160945'/><link rel='alternate' type='text/html' href='http://comerciointernacionalaggp.blogspot.com/2011/12/balanza-de-pagos-de-espana-de-2011.html' title='Balanza de Pagos de España de 2011 (tercer trimestre)'/><author><name>Antonio Gómez Gómez-Plana</name><uri>http://www.blogger.com/profile/06224681286691103088</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp3.blogger.com/_dmlTFiDJx9I/R_uvT56b2JI/AAAAAAAAAAU/bdApWHuRNlM/S220/Antonio.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7293653752974872617.post-2259735378083219234</id><published>2011-12-01T07:42:00.000+01:00</published><updated>2011-12-01T07:42:00.779+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Tipos de cambio'/><category scheme='http://www.blogger.com/atom/ns#' term='España'/><title type='text'>¿Tan importante es lo qué pasó en abril?</title><content type='html'>El Banco de España publicó ayer su boletín económico mensual (el de &lt;a href="http://www.bde.es/webbde/es/secciones/informes/boletines/Boletin_economic/anoactual/"&gt;noviembre&lt;/a&gt;) con &lt;a href="http://www.bde.es/webbde/SES/Secciones/Publicaciones/InformesBoletinesRevistas/BoletinEconomico/11/Nov/Fich/evo.pdf"&gt;los datos más recientes sobre la economía española&lt;/a&gt;. En su "estado de la cuestión", por lo referido al comercio me quedo con dos gráficos. En el primero se recoge la evolución del euro con respecto al dólar y al yen. Aunque la inmensa mayoría del comercio de España es con la UE (y especialmente con la zona euro), la evolución del dólar nos afecta. Por eso este gráfico me lleva a mostrar que desde finales de abril parece que la depreciación del dólar con relación al euro, al menos no nos ha perjudicado (haz clic sobre la figura para agrandarla):&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-EU8J5de2b5k/TtZCkX8CHYI/AAAAAAAABG0/SYfW_MfvZ98/s1600/Aeuro.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="121" src="http://4.bp.blogspot.com/-EU8J5de2b5k/TtZCkX8CHYI/AAAAAAAABG0/SYfW_MfvZ98/s320/Aeuro.png" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;El segundo gráfico puede mostrarnos que el comercio de España no se basa sólo en el tipo de cambio euro-dólar, si no que hay otros factores. Desde abril ha pasado medio año, y entiendo que si ese tipo de cambio fuera clave, la evolución positiva de las exportaciones y negativa de las importaciones deberían ser más marcadas de lo que lo han sido:&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-9KGPRCpDg7E/TtZC82Bjj4I/AAAAAAAABG8/C4A5egx7tC4/s1600/AAeuro.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="229" src="http://3.bp.blogspot.com/-9KGPRCpDg7E/TtZC82Bjj4I/AAAAAAAABG8/C4A5egx7tC4/s320/AAeuro.png" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;También puede pasar que más que fijarse en abril, habría que fijarse en el final del verano que es cuando la depreciación del euro se acentúa. Tendremos que esperar más meses para ver los efectos. Aunque, como &lt;a href="http://krugman.blogs.nytimes.com/2011/11/29/the-ecbs-reverse-fdr/"&gt;Krugman&lt;/a&gt; señala, la inexplicable medida que tomó en primavera el Banco Central Europeo con los tipos de interés ha podido ser un detonante de calamidades. En el blog se hablaba de eso el 12 de... &lt;a href="http://comerciointernacionalaggp.blogspot.com/2011/04/subir-el-tipo-de-interes-ahora.html"&gt;abril&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;Si quieres recibir en tu correo las nuevas entradas que vayan saliendo en este blog, haz clic aquí.&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7293653752974872617-2259735378083219234?l=comerciointernacionalaggp.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comerciointernacionalaggp.blogspot.com/feeds/2259735378083219234/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7293653752974872617&amp;postID=2259735378083219234' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/2259735378083219234'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/2259735378083219234'/><link rel='alternate' type='text/html' href='http://comerciointernacionalaggp.blogspot.com/2011/12/tan-importante-es-lo-que-paso-en-abril.html' title='¿Tan importante es lo qué pasó en abril?'/><author><name>Antonio Gómez Gómez-Plana</name><uri>http://www.blogger.com/profile/06224681286691103088</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp3.blogger.com/_dmlTFiDJx9I/R_uvT56b2JI/AAAAAAAAAAU/bdApWHuRNlM/S220/Antonio.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-EU8J5de2b5k/TtZCkX8CHYI/AAAAAAAABG0/SYfW_MfvZ98/s72-c/Aeuro.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7293653752974872617.post-986841603137038280</id><published>2011-11-30T09:57:00.001+01:00</published><updated>2011-11-30T10:08:44.539+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='España'/><title type='text'>Empresas exportadoras españolas: ¿por qué no hay emprendedores?</title><content type='html'>Leo un par de artículos hoy en Cinco Días, y me pregunto si estas dos cosas estarán relacionadas. No lo sé.&lt;br /&gt;&lt;br /&gt;Por un lado, con todo lo que está cayendo, resulta que los españoles seguimos comprando y confiando en la Deuda Pública que emite el Estado español y en las últimas subastas &lt;a href="http://www.cincodias.com/articulo/mercados/familias-espanolas-disparan-44-compras-deuda-publica/20111129cdscdimer_3/"&gt;aumentan sus compras&lt;/a&gt;. ¿Pero no nos están diciendo que los inversores extranjeros no se fían de España? Uno pensaría que si no me fío de que el sector público español me va a devolver el dinero que hoy le puedo prestar, la alternativa en invertir en &lt;i&gt;algo&lt;/i&gt; del sector privado. Por ejemplo en ser creativo y poner en marcha alguna empresa. Y, sin embargo, no sólo no creamos empresas, sino que pedimos &lt;a href="http://www.cincodias.com/articulo/economia/salir-exterior-credito/20111130cdscdieco_6/"&gt;que las creen otros&lt;/a&gt; que vengan de otros países. Hasta nuestros exportadores piden que vengan otros, en lugar de intentar luchar por mejorar sus ventas en el exterior.&lt;br /&gt;&lt;br /&gt;Bueno, los exportadores tienen una disculpa. Y es que no hay dinero para financiar esas exportaciones. Pero sí hay dinero para comprar Deuda Pública. ¿Tendrá algo que ver el poco espíritu emprendedor que casi siempre ha caracterizado a los españoles? Nos quedan esos mitos históricos de los que en los siglos XVI y XVII fueron especialmente para América, y todo lo que consiguieron levantar la generación que salió de las posguerra civil. Pero aparte de eso...&lt;div class="blogger-post-footer"&gt;Si quieres recibir en tu correo las nuevas entradas que vayan saliendo en este blog, haz clic aquí.&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7293653752974872617-986841603137038280?l=comerciointernacionalaggp.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comerciointernacionalaggp.blogspot.com/feeds/986841603137038280/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7293653752974872617&amp;postID=986841603137038280' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/986841603137038280'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/986841603137038280'/><link rel='alternate' type='text/html' href='http://comerciointernacionalaggp.blogspot.com/2011/11/empresas-exportadoras-espanolas-por-que.html' title='Empresas exportadoras españolas: ¿por qué no hay emprendedores?'/><author><name>Antonio Gómez Gómez-Plana</name><uri>http://www.blogger.com/profile/06224681286691103088</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp3.blogger.com/_dmlTFiDJx9I/R_uvT56b2JI/AAAAAAAAAAU/bdApWHuRNlM/S220/Antonio.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7293653752974872617.post-7630912936510628811</id><published>2011-11-28T10:03:00.001+01:00</published><updated>2011-11-28T10:08:05.352+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='mujer'/><category scheme='http://www.blogger.com/atom/ns#' term='Mercado de trabajo'/><title type='text'>Mujeres... y hombres</title><content type='html'>El semanario The Economist dedica un &lt;a href="http://www.economist.com/node/21539928"&gt;suplemento especial&lt;/a&gt; al tema de mujeres y mercado de trabajo. En este gráfico viene una &lt;b&gt;comparativa entre hombre y mujeres&lt;/b&gt; y varios países (haz clic sobre la figura para aumentarla). Se ofrece la participación en el mercado de trabajo (siempre menor para la mujer), las mujeresen puestos de responsabilidad en las empresas (idem), o el nivel salarial (idem, aunque reduciendo la diferencia o &lt;i&gt;wage gap&lt;/i&gt;):&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-y5_gluNhQlA/TtNOv09kWZI/AAAAAAAABGs/VTy-SUxiYBw/s1600/Aeconomist.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="307" src="http://1.bp.blogspot.com/-y5_gluNhQlA/TtNOv09kWZI/AAAAAAAABGs/VTy-SUxiYBw/s320/Aeconomist.gif" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;Si quieres recibir en tu correo las nuevas entradas que vayan saliendo en este blog, haz clic aquí.&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7293653752974872617-7630912936510628811?l=comerciointernacionalaggp.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comerciointernacionalaggp.blogspot.com/feeds/7630912936510628811/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7293653752974872617&amp;postID=7630912936510628811' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/7630912936510628811'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/7630912936510628811'/><link rel='alternate' type='text/html' href='http://comerciointernacionalaggp.blogspot.com/2011/11/mujeres-y-hombres.html' title='Mujeres... y hombres'/><author><name>Antonio Gómez Gómez-Plana</name><uri>http://www.blogger.com/profile/06224681286691103088</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp3.blogger.com/_dmlTFiDJx9I/R_uvT56b2JI/AAAAAAAAAAU/bdApWHuRNlM/S220/Antonio.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-y5_gluNhQlA/TtNOv09kWZI/AAAAAAAABGs/VTy-SUxiYBw/s72-c/Aeconomist.gif' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7293653752974872617.post-8258016683141103095</id><published>2011-11-25T09:09:00.001+01:00</published><updated>2011-11-25T09:40:03.770+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='UE'/><title type='text'>Prioridades de la UE en comercio internacional</title><content type='html'>Hace pocos días la Comisión Europea publicó su &lt;b&gt;&lt;a href="http://ec.europa.eu/commission_2010-2014/president/news/documents/2011/11/20111123_documents_1_en.htm"&gt;estrategia de crecimiento para 2012&lt;/a&gt;&lt;/b&gt;. Se supone que con tasas de paro tan altas como las de la UE, una prioridad para la Comisión es la creación de empleo, y para ello el crecimiento es muy importante. He buscado en esa "estrategia" todo lo que se dice referido al &lt;b&gt;comercio internacional&lt;/b&gt;. Estos son los puntos citados expresamente y, por tanto, imagino que por allí irán los esfuerzos del comisario De Gutch:&lt;br /&gt;&lt;ul&gt;&lt;a href="http://4.bp.blogspot.com/-8WGF2c_u770/Ts9TCmtQ8aI/AAAAAAAABGc/nuHFI_32h9k/s1600/afigura7.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="303" src="http://4.bp.blogspot.com/-8WGF2c_u770/Ts9TCmtQ8aI/AAAAAAAABGc/nuHFI_32h9k/s320/afigura7.png" width="320" /&gt;&lt;/a&gt;&lt;/ul&gt;&lt;ol&gt;&lt;li&gt;90% del crecimiento global en los próximos años se dará en países que no son de la UE. Por ello se van a buscar medidas que traten de incentivar a las pymes para que se orienten a aprovechar ese crecimiento que no van a encontrar dentro de nuestras fronteras. Un 25% del crecimiento de la UE en 2010 se debió al comercio con países no comunitarios. El gráfico 7 de la izquierda lo muestra claramente.&lt;/li&gt;&lt;li&gt;Incentivar el conocimiento entre las empresas del acuerdo de libre comercio firmado con Corea.&lt;/li&gt;&lt;li&gt;Verificar que las reglas del Mercado Único Europeo se respetan.&lt;/li&gt;&lt;li&gt;Tratar de cerrar acuerdos comerciales bilaterales ya en proceso de negociación: Firmar ya los acuerdos negociados con Perú y Colombia; terminar las negociaciones avanzadas que hay con&amp;nbsp; Canadá, Singapur y Malasia; dar un impulso fuerte a las negociaciones abiertas con la India y Ucrania. &lt;/li&gt;&lt;/ol&gt;&lt;ul&gt;&lt;/ul&gt;Y así están las cuentas externas de la UE (haz clic sobre la figura de abajo para ampliarla):&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-YORIvwquZ8k/Ts9TUXvy71I/AAAAAAAABGk/JvspFFwQIxc/s1600/afigura1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="163" src="http://2.bp.blogspot.com/-YORIvwquZ8k/Ts9TUXvy71I/AAAAAAAABGk/JvspFFwQIxc/s320/afigura1.png" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;Si quieres recibir en tu correo las nuevas entradas que vayan saliendo en este blog, haz clic aquí.&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7293653752974872617-8258016683141103095?l=comerciointernacionalaggp.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comerciointernacionalaggp.blogspot.com/feeds/8258016683141103095/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7293653752974872617&amp;postID=8258016683141103095' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/8258016683141103095'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/8258016683141103095'/><link rel='alternate' type='text/html' href='http://comerciointernacionalaggp.blogspot.com/2011/11/prioridades-de-la-ue-en-comercio.html' title='Prioridades de la UE en comercio internacional'/><author><name>Antonio Gómez Gómez-Plana</name><uri>http://www.blogger.com/profile/06224681286691103088</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp3.blogger.com/_dmlTFiDJx9I/R_uvT56b2JI/AAAAAAAAAAU/bdApWHuRNlM/S220/Antonio.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-8WGF2c_u770/Ts9TCmtQ8aI/AAAAAAAABGc/nuHFI_32h9k/s72-c/afigura7.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7293653752974872617.post-6811045579478191617</id><published>2011-11-24T07:40:00.000+01:00</published><updated>2011-11-24T09:05:35.258+01:00</updated><title type='text'>¿En qué están de acuerdo los economistas?</title><content type='html'>&lt;a href="http://gregmankiw.blogspot.com/2011/11/polling-economic-experts.html"&gt;Greg Mankiw&lt;/a&gt; nos remite a este &lt;a href="http://www.igmchicago.org/igm-economic-experts-panel"&gt;proyecto&lt;/a&gt;. Se trata de una encuesta a muchos &lt;a href="http://www.igmchicago.org/igm-economic-experts-panel/participants"&gt;economistas "ilustres"&lt;/a&gt; en la que se les pregunta sobre su opinión en una variedad de temas cada pocos días. Los resultados de la encuesta nos permiten ver en qué cuestiones el consenso es amplio, y en cuáles el consenso está muuuuuuuuy lejano. Sobre comercio internacional se plantea una cuestión: la del "&lt;a href="http://comerciointernacionalaggp.blogspot.com/2009/02/mas-tambores-de-guerra-con-queso.html"&gt;Buy American&lt;/a&gt;". Parece que hay un cierto consenso de que económicamente &lt;a href="http://www.igmchicago.org/igm-economic-experts-panel/poll-results?SurveyID=SV_3mk8ToqlyMxas72"&gt;es una mala idea&lt;/a&gt;, aunque hay voces discrepantes relevantes.&lt;div class="blogger-post-footer"&gt;Si quieres recibir en tu correo las nuevas entradas que vayan saliendo en este blog, haz clic aquí.&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7293653752974872617-6811045579478191617?l=comerciointernacionalaggp.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comerciointernacionalaggp.blogspot.com/feeds/6811045579478191617/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7293653752974872617&amp;postID=6811045579478191617' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/6811045579478191617'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/6811045579478191617'/><link rel='alternate' type='text/html' href='http://comerciointernacionalaggp.blogspot.com/2011/11/en-que-estan-de-acuerdo-los-economistas.html' title='¿En qué están de acuerdo los economistas?'/><author><name>Antonio Gómez Gómez-Plana</name><uri>http://www.blogger.com/profile/06224681286691103088</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp3.blogger.com/_dmlTFiDJx9I/R_uvT56b2JI/AAAAAAAAAAU/bdApWHuRNlM/S220/Antonio.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7293653752974872617.post-258812302358639006</id><published>2011-11-23T09:20:00.001+01:00</published><updated>2011-11-23T10:02:12.591+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Europa'/><category scheme='http://www.blogger.com/atom/ns#' term='crisis económica'/><category scheme='http://www.blogger.com/atom/ns#' term='España'/><title type='text'>Austria, España y "el diferencial"</title><content type='html'>Nos dicen que "el diferencial" de los tipos de interés de España con Alemania se agranda por varios motivos. Entre ellos destaca el nivel de deuda pública y las malas perspectivas para corregir el déficit público (por el alto nivel de paro, por el nivel de gasto comprometido en las comunidades autónomas,...). &lt;b&gt;Austria&lt;/b&gt; tiene una tasa de paro baja, un saldo comercial muy razonable, y unos niveles de deuda pública inferior a la alemana:&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-K5bsVUKqPHk/Tsyuad9f8KI/AAAAAAAABGM/L2FJ5TFEIJI/s1600/Austria1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="188" src="http://3.bp.blogspot.com/-K5bsVUKqPHk/Tsyuad9f8KI/AAAAAAAABGM/L2FJ5TFEIJI/s320/Austria1.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Y, sin embargo, &lt;a href="http://krugman.blogs.nytimes.com/2011/11/21/austrian-economics-the-real-kind/"&gt;Paul Krugman&lt;/a&gt; coge los datos de Austria y mira lo que está pasando con "su diferencial". Y ve que está pasando lo mismo que en Francia.&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-CxFDM7IMmHs/Tsyuhj2v_uI/AAAAAAAABGU/1V4ZBvYxM4A/s1600/Austria2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="185" src="http://2.bp.blogspot.com/-CxFDM7IMmHs/Tsyuhj2v_uI/AAAAAAAABGU/1V4ZBvYxM4A/s320/Austria2.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;b&gt; ¿Esto qué quiere decir?&lt;/b&gt; Para mí quiere decir, entre otras cosas, que no está claro que arreglando las cuentas públicas veamos reducir ostensiblemente el diferencial del tipo de interés. Hay más cosas.&lt;br /&gt;&lt;br /&gt;&lt;u&gt;Nota&lt;/u&gt;: Así estaba el "diferencial" el lunes (&lt;a href="http://www.ft.com/intl/cms/s/0/4dc988ca-14fd-11e1-a2a6-00144feabdc0.html#axzz1eW8POiGP"&gt;Martin Wolf&lt;/a&gt;): As of Monday, spreads over German bunds were more than 60 basis points (0.6 percentage points) in Finland and the Netherlands, 152 points in Austria, 155 points in France, 292 points in Belgium, 466 points in Spain, 480 points in Italy, 650 points in Ireland, 945 points in Portugal and 2,554 in Greece.&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;Si quieres recibir en tu correo las nuevas entradas que vayan saliendo en este blog, haz clic aquí.&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7293653752974872617-258812302358639006?l=comerciointernacionalaggp.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comerciointernacionalaggp.blogspot.com/feeds/258812302358639006/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7293653752974872617&amp;postID=258812302358639006' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/258812302358639006'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/258812302358639006'/><link rel='alternate' type='text/html' href='http://comerciointernacionalaggp.blogspot.com/2011/11/austria-espana-y-el-diferencial.html' title='Austria, España y &quot;el diferencial&quot;'/><author><name>Antonio Gómez Gómez-Plana</name><uri>http://www.blogger.com/profile/06224681286691103088</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp3.blogger.com/_dmlTFiDJx9I/R_uvT56b2JI/AAAAAAAAAAU/bdApWHuRNlM/S220/Antonio.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-K5bsVUKqPHk/Tsyuad9f8KI/AAAAAAAABGM/L2FJ5TFEIJI/s72-c/Austria1.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7293653752974872617.post-7352401294339723272</id><published>2011-11-18T07:00:00.000+01:00</published><updated>2011-11-18T08:52:23.732+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Integración económica'/><category scheme='http://www.blogger.com/atom/ns#' term='Asia'/><category scheme='http://www.blogger.com/atom/ns#' term='America'/><title type='text'>TPP</title><content type='html'>¿Qué significa TPP? Es el acrónimo del Acuerdo Trans-Pacific Partnership (&lt;b&gt;Acuerdo Estratégico Trans-Pacífico de Asociación Económica)&lt;/b&gt;, con el que se está pensando crear una zona de libre comercio de países vinculados a lo que ya es el corazón económico del mundo: la tierra que baña el océano Pacífico. Los países actualmente miembros son Australia, Brunei, Chile, Malasia, Nueva Zelanda, Perú, Singapur, Vietnam... y quiero serlo EEUU.&lt;br /&gt;&lt;br /&gt;En vigor para  Brunei, Chile, Nueva Zelanda y Singapur desde el 1 de enero de 2006, &lt;a href="http://ictsd.org/i/news/bridgesweekly/118596/"&gt;se acaban de reunir en Hawai&lt;/a&gt;, y nuevos países han pedido hablar sobre su posible incorporación: nada menos que Japón, México y Canadá. Con este nivel de socios intuyo que las negociasciones serán complejas. Pero este interés tan relevante indica que pocos quieren quedarse fuera de ese corazón-Pacífico.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;Si quieres recibir en tu correo las nuevas entradas que vayan saliendo en este blog, haz clic aquí.&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7293653752974872617-7352401294339723272?l=comerciointernacionalaggp.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comerciointernacionalaggp.blogspot.com/feeds/7352401294339723272/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7293653752974872617&amp;postID=7352401294339723272' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/7352401294339723272'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/7352401294339723272'/><link rel='alternate' type='text/html' href='http://comerciointernacionalaggp.blogspot.com/2011/11/tpp.html' title='TPP'/><author><name>Antonio Gómez Gómez-Plana</name><uri>http://www.blogger.com/profile/06224681286691103088</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp3.blogger.com/_dmlTFiDJx9I/R_uvT56b2JI/AAAAAAAAAAU/bdApWHuRNlM/S220/Antonio.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7293653752974872617.post-5203499403861266763</id><published>2011-11-17T09:48:00.001+01:00</published><updated>2011-11-17T10:04:09.768+01:00</updated><title type='text'>China, el Imperio Romano y el salario de los irlandeses</title><content type='html'>Martin Wolf presenta en &lt;a href="http://www.ft.com/intl/cms/s/0/4c00d072-0f7e-11e1-a36b-00144feabdc0.html#axzz1dqw6wKBq"&gt;su última columna&lt;/a&gt; en el Financial Times una comparativa histórica que me resulta curiosa. Compara el imperio romano con la dinastía coetánea en China (Han). La evolución de uno y otro la resume en este párrafo.&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;&lt;div style="background-color: white; border: medium none; color: black; overflow: hidden; text-align: left; text-decoration: none;"&gt;&lt;/div&gt;As Walter Scheidel of Stanford University notes in a fascinating essay: “&lt;i&gt;Two thousand years ago, perhaps half of the entire species had come under the control of just two powers, the Roman and Han empires&lt;/i&gt;.” Both collapsed. But the Chinese empire was repeatedly restored and enlarged, while the Roman empire divided irretrievably. Yet the dream of reunification never died. It was apparent in the claims of popes and “holy Roman emperors”. It was carried by Napoleon’s eagles. It is the aspiration embedded in the European Union.&lt;/blockquote&gt;Y no sólo esta referencia histórica es el único punto de interés del artículo. En su lúcida descripción de lo que cree que está pasando con la &lt;b&gt;zona euro&lt;/b&gt;, explica que "no está pasando lo mismo en todos los países de la zona euro". Atisba una lucecilla: Irlanda. ¿Por qué? Lo achaca (él y otros) a que los irlandeses han &lt;i&gt;aceptado&lt;/i&gt; ver bajar sus salarios (y no sólo los funcionarios o algunos cooperativistas, como ha pasado en España). Esta no es una solución nueva, &lt;a href="http://comerciointernacionalaggp.blogspot.com/2009/11/peor-que-una-pelicula-de-terror.html"&gt;algunos&lt;/a&gt; ya la veían venir hace más de dos años. El cuarto panel de esta tabla lo muestra (haz clic sobre él para agrandarlo):&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-2WTUOa_2mvM/TsTMH64KeVI/AAAAAAAABGE/Zldxz63J9yc/s1600/amartin.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="317" src="http://3.bp.blogspot.com/-2WTUOa_2mvM/TsTMH64KeVI/AAAAAAAABGE/Zldxz63J9yc/s320/amartin.gif" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;Si quieres recibir en tu correo las nuevas entradas que vayan saliendo en este blog, haz clic aquí.&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7293653752974872617-5203499403861266763?l=comerciointernacionalaggp.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comerciointernacionalaggp.blogspot.com/feeds/5203499403861266763/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7293653752974872617&amp;postID=5203499403861266763' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/5203499403861266763'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/5203499403861266763'/><link rel='alternate' type='text/html' href='http://comerciointernacionalaggp.blogspot.com/2011/11/china-el-imperio-romano-y-el-salario-de.html' title='China, el Imperio Romano y el salario de los irlandeses'/><author><name>Antonio Gómez Gómez-Plana</name><uri>http://www.blogger.com/profile/06224681286691103088</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp3.blogger.com/_dmlTFiDJx9I/R_uvT56b2JI/AAAAAAAAAAU/bdApWHuRNlM/S220/Antonio.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-2WTUOa_2mvM/TsTMH64KeVI/AAAAAAAABGE/Zldxz63J9yc/s72-c/amartin.gif' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7293653752974872617.post-4275496834727320898</id><published>2011-11-16T09:07:00.001+01:00</published><updated>2011-11-16T09:24:09.708+01:00</updated><title type='text'>Zapatero y nuestros amigos chinos</title><content type='html'>Como os podéis imaginar, no leo la prensa de la India. Pero sí leo artículos de algunos economistas indios publicados en la India, y me he llevado una sorpresa al ver citado a Zapatero.&lt;br /&gt;&lt;br /&gt;Escribe Arvind Submaranian en el diario de Nueva Delhi &lt;a href="http://www.business-standard.com/india/news/arvind-subramanian-chinaprecocious-superpower/453662/"&gt;Business Standard&lt;/a&gt; sobre China como superpotencia. Habla de que es curioso ver cómo, a pesar de tener unos niveles de renta muy bajos, este país ya es una superpotencia.&lt;br /&gt;&lt;br /&gt;Submaranian identifica los factores que para él permiten ser una "superpotencia". Y parece concluir que tampoco este término está muy alejado de la noción de "ejercer un dominio mundial", sin necesidad de ser rico. Yo creo que puede ser una definición aceptable. China financia importantísimas inversiones en África, tiene enormes lazos comerciales con Asia y Latinoamérica, e incluso desde Europa les estamos "rogando" que compren nuestra deuda pública. Y al hablar de esto, cita unas declaraciones de Zapatero: &lt;br /&gt;&lt;blockquote class="tr_bq"&gt;“China is Spain’s best friend,” effused Spanish Prime Minister José Luis Rodríguez Zapatero in April 2011, on the occasion of the Chinese president’s visit.&lt;/blockquote&gt;Los chinos no son unos amigos cualquiera. Son nuestros &lt;u&gt;mejores&lt;/u&gt; amigos. Dice Zapatero.&lt;div class="blogger-post-footer"&gt;Si quieres recibir en tu correo las nuevas entradas que vayan saliendo en este blog, haz clic aquí.&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7293653752974872617-4275496834727320898?l=comerciointernacionalaggp.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://comerciointernacionalaggp.blogspot.com/feeds/4275496834727320898/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7293653752974872617&amp;postID=4275496834727320898' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/4275496834727320898'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7293653752974872617/posts/default/4275496834727320898'/><link rel='alternate' type='text/html' href='http://comerciointernacionalaggp.blogspot.com/2011/11/zapatero-y-nuestros-amigos-chinos.html' title='Zapatero y nuestros amigos chinos'/><author><name>Antonio Gómez Gómez-Plana</name><uri>http://www.blogger.com/profile/06224681286691103088</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='http://bp3.blogger.com/_dmlTFiDJx9I/R_uvT56b2JI/AAAAAAAAAAU/bdApWHuRNlM/S220/Antonio.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7293653752974872617.post-6658489711379433969</id><published>2011-11-11T07:11:00.002+01:00</published><updated>2011-11-11T07:11:00.573+01:00</updated><title type='text'>Hablemos ya de... comercio de árboles de Navidad</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;/div&gt;&lt;div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img alt="" height="200" 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
