{"id":1294,"date":"2019-03-29T10:03:59","date_gmt":"2019-03-29T10:03:59","guid":{"rendered":"http:\/\/uninomadasur.net\/?p=1294"},"modified":"2019-03-29T10:03:59","modified_gmt":"2019-03-29T10:03:59","slug":"stavros-tombazos-y-la-discordancia-de-los-tiempos","status":"publish","type":"post","link":"https:\/\/uninomadasur.net\/?p=1294","title":{"rendered":"Stavros Tombazos y la discordancia de los tiempos"},"content":{"rendered":"<div class=\"page\" title=\"Page 1\">\n<div class=\"layoutArea\">\n<div class=\"column\">\n<p><em><strong>Por Michel Husson\u00a0<\/strong><\/em><\/p>\n<p>En 1994, Stavros Tombazos public\u00f3 un libro titulado <em>Le temps dans l\u2019analyse \u00e9conomique (<\/em>1). Acaba de aparecer su nuevo libro, <em>Global Crisis and Reproduction of Capital<\/em> (2). El libro de 1994 ha superado la prueba del tiempo, ya que ha sido objeto de una traducci\u00f3n al ingl\u00e9s, publicada veinte a\u00f1os m\u00e1s tarde. Tombazos propuso en \u00e9l una relectura de El Capital, estructurada como la articulaci\u00f3n de tres temporalidades: \u201cLas categor\u00edas de los tres libros te\u00f3ricos de El Capital se inscriben de modo distinto en el tiempo. Las del primer libro obedecen a una temporalidad lineal y abstracta, homog\u00e9nea, a un tiempo supuestamente calculable, medible. Este \u00faltimo lo denominamos tiempo de la producci\u00f3n. Las determinaciones del segundo libro se inscriben en una temporalidad c\u00edclica. Las diferentes categor\u00edas del tiempo de la circulaci\u00f3n se refieren a la rotaci\u00f3n del valor. Finalmente, el tercer libro es el del tiempo org\u00e1nico del capital, unidad del tiempo de la producci\u00f3n y del tiempo de la circulaci\u00f3n.\u201d<\/p>\n<p>Este esquema de lectura sirve para confrontar la l\u00f3gica de Marx y la de Hegel ofreciendo herramientas metodol\u00f3gicas para la comprensi\u00f3n del capitalismo contempor\u00e1neo. Tombazos indica a este respecto que hay que saber \u201cpensar el \u2018inmovilismo\u2019 del cambio\u201d. A Michel Aglietta, quien propone evitar el uso del t\u00e9rmino reproducci\u00f3n, Tombazos replica que valor y capital son elementos invariables del capitalismo.<\/p>\n<div class=\"page\" title=\"Page 2\">\n<div class=\"layoutArea\">\n<div class=\"column\">\n<p>Ya en aquel entonces, el pasaje sobre el capital portador de inter\u00e9s destaca lo que tienen de absurdo las teor\u00edas financiaristas que oponen esquem\u00e1ticamente el beneficio industrial al beneficio financiero. Para Tombazos, deber\u00eda estar claro, por el contrario, que \u201cel beneficio industrial es ante todo, l\u00f3gicamente, uno e indivisible; despu\u00e9s se comparte real o idealmente entre prestamistas y prestatarios, tipos de inter\u00e9s y beneficio empresarial. Estas dos \u00faltimas categor\u00edas, entendidas como dos partes del trabajo excedentario, no tienen nada de misterioso. Son, al igual que el salario y la ganancia, formas fenomenales de la plusval\u00eda y al mismo tiempo momentos del imaginario social o momentos de lo que Marx llama fetichismo.\u201d<\/p>\n<p>M\u00e1s all\u00e1 de estas anotaciones metodol\u00f3gicas, que conservan hoy en d\u00eda toda su pertinencia, la tesis fundamental del libro de 1994 es que el funcionamiento del capital se basa en una \u201corganizaci\u00f3n aut\u00f3noma de ritmos\u201d. Con ello aporta una clave de lectura de la \u201ccrisis del organismo social\u201d como \u201cuna especie de \u2018arritmia\u2019, es decir, una perturbaci\u00f3n moment\u00e1nea de la coherencia del sistema\u201d. En el fondo, este es el esquema que se utiliza en el \u00faltimo libro de Tombazos para analizar la crisis reciente.<\/p>\n<p><strong>Primera discordancia: beneficio y acumulaci\u00f3n<\/strong><\/p>\n<p>Es bastante fascinante ver c\u00f3mo las categor\u00edas relativamente abstractas que elabor\u00f3 Tombazos en su primera obra las retoma en su nueva contribuci\u00f3n para aplicarlas al an\u00e1lisis de la crisis reciente y proponer una visi\u00f3n coherente de la misma.<\/p>\n<p>El primer cap\u00edtulo del libro est\u00e1 consagrado al tiempo de la producci\u00f3n, es decir, a la relaci\u00f3n entre rentabilidad y acumulaci\u00f3n de capital. En su introducci\u00f3n, Tombazos ofrece un resumen de su m\u00e9todo general: \u201cEl concepto mismo de capital hace referencia a una articulaci\u00f3n de tres ritmos econ\u00f3micos fundamentales: el ritmo de la valorizaci\u00f3n, el ritmo de la acumulaci\u00f3n y el ritmo de la realizaci\u00f3n del valor. El crecimiento capitalista presupone una compatibilidad relativa entre estos tres ritmos, y las crisis econ\u00f3micas se producen a ra\u00edz de la divergencia excesiva de uno de estos ritmos con respecto a los dem\u00e1s. Toda crisis econ\u00f3mica puede describirse como una \u2018arritmia org\u00e1nica\u2019 del sistema\u201d. Una vez m\u00e1s, es asombroso comprobar que esta problem\u00e1tica retoma en sus mismos t\u00e9rminos la del libro de 1994.<\/p>\n<p>Tombazos analiza en detalle una primera discordancia, entre beneficio y acumulaci\u00f3n: \u201cDurante el periodo neoliberal, la tasa de beneficio se recupera, pero la tasa de acumulaci\u00f3n no le sigue: aparece una divergencia entre la curva de la tasa de beneficio y la de la tasa de acumulaci\u00f3n. La relaci\u00f3n entre plusval\u00eda (o beneficio) y acumulaci\u00f3n aumenta.\u201d Este primer hecho estilizado dio pie a un debate entre marxistas que nos remite a la cuesti\u00f3n delicada de la medici\u00f3n del capital, que precisamos para calcular la tasa de beneficio y la tasa de acumulaci\u00f3n. Tombazos evita meterse en berenjenales y razona sobre la parte acumulada de la plusval\u00eda, demostrando que esta desciende sobre la base de los datos emp\u00edricos disponibles.<\/p>\n<div class=\"page\" title=\"Page 3\">\n<div class=\"layoutArea\">\n<div class=\"column\">\n<p>Otro debate se refiere al papel de las finanzas. Seg\u00fan una vulgata bastante extendida, las finanzas depredadoras, al apoderarse de una parte creciente de la plusval\u00eda, impiden que el buen capitalismo cumpla su funci\u00f3n, a saber, acumular capital. Tombazos rechaza de plano esta interpretaci\u00f3n: \u201cEs por tanto un error explicar la creciente divergencia entre la tasa de beneficio y la tasa de acumulaci\u00f3n, o el aumento de la relaci\u00f3n plusval\u00eda\/inversi\u00f3n neta, por el aumento de la parte de la plusval\u00eda absorbida por el capital monetario.\u201d A cambio, propone otra (que compartimos): si el capitalismo invierte cada vez menos en las actividades productivas, se debe a que \u201cno existen nuevas actividades productivas que prometan una tasa de beneficio \u2018aceptable\u2019. De ah\u00ed que invierta gran parte de \u2018su\u2019 plusval\u00eda en t\u00edtulos de otros sectores, de la banca, los fondos de inversi\u00f3n, etc. El aumento de los intereses y de los dividendos como parte de la plusval\u00eda es el s\u00edntoma y no la causa de la divergencia\u201d entre beneficio y acumulaci\u00f3n.<\/p>\n<p>Tombazos se remite nuevamente a Marx y, en particular, al cap\u00edtulo II de El Capital, titulado \u201cLas metamorfosis del capital y su ciclo\u201d, del cual cita el siguiente pasaje: \u201cComo el conjunto es un c\u00edrculo en movimiento, cada punto particular, cada figura particular del capital recorre su propio ciclo; dicho en otros t\u00e9rminos, cada punto funciona a la vez como punto de partida, punto de transici\u00f3n y punto de retorno, por m\u00e1s que la circulaci\u00f3n global se presente, para cada uno de esos puntos espec\u00edficos, como su ciclo espec\u00edfico. Para el proceso de reproducci\u00f3n en su conjunto constituye una condici\u00f3n necesaria la de ser al mismo tiempo, en cada una de sus fases, reproducci\u00f3n y circulaci\u00f3n. (&#8230;) Se trata de formas fluidas cuya simultaneidad se efect\u00faa gracias a su sucesi\u00f3n (3).\u201d<\/p>\n<\/div>\n<\/div>\n<p><img decoding=\"async\" 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\" alt=\"page3image3620121984\" width=\"453.110000\" height=\"216.940000\" \/><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div title=\"Page 3\">\n<div class=\"page\" title=\"Page 4\">\n<div class=\"layoutArea\">\n<div class=\"column\">\n<p>La lecci\u00f3n que extrae Tombazos es metodol\u00f3gicamente importante: \u201cDebemos leer los tres circuitos de cada capital individual, y tambi\u00e9n los del capital social, no solo horizontalmente (como una transformaci\u00f3n o metamorfosis de cada forma funcional), sino tambi\u00e9n verticalmente (como la coexistencia simult\u00e1nea de cada forma funcional).\u201d<\/p>\n<p><strong>Segunda discordancia: explotaci\u00f3n y mercados<\/strong><\/p>\n<p>La articulaci\u00f3n entre los cap\u00edtulos 2 y 3 tiene lugar en torno a la dilucidaci\u00f3n de un segundo hecho estilizado: \u201cLa parte del consumo privado en el PIB parece evolucionar de manera independiente de la parte de los salarios en el PIB. As\u00ed, desde la d\u00e9cada de 1980, la proporci\u00f3n entre consumo privado y parte de los salarios aumenta en todas las grandes regiones del mundo desarrollado.\u201d<\/p>\n<p>\u00bfC\u00f3mo explicar esta nueva discordancia? Tombazos contempla varios mecanismos posibles: la entrada de capital en los pa\u00edses en cuesti\u00f3n; una disminuci\u00f3n de la tasa de ahorro de los hogares; un aumento del consumo de los capitalistas. Ninguno de estos tres factores parece suficiente, y se centrar\u00e1 en un cuarto, a saber, \u201cel aumento de la parte de la ganancia industrial transferida a las clases sociales de ingresos medios y bajos (trabajadores, aut\u00f3nomos, etc.) en forma de cr\u00e9dito al consumo\u201d.<\/p>\n<p>Tombazos procede entonces a alternar de nuevo entre los datos emp\u00edricos y los esquemas te\u00f3ricos. Despu\u00e9s de recordar la l\u00f3gica de los esquemas de reproducci\u00f3n de Marx, propone una extensi\u00f3n de los mismos que tiene en cuenta su hip\u00f3tesis central. En cierto modo, retoma aqu\u00ed los an\u00e1lisis de Costas Lapavitsas (4), que habla de \u201cexplotaci\u00f3n directa\u201d a trav\u00e9s del endeudamiento de los trabajadores, pero los inserta en un esquema riguroso. Los patrones de reproducci\u00f3n de Marx han podido dar pie a lecturas enga\u00f1osas al interpretarlos como un modelo de \u201ccrecimiento equilibrado\u201d. Sin embargo, estos esquemas fueron utilizados por Marx para mostrar, por el contrario, la inevitabilidad de las crisis. Lo mismo hace Tombazos, que los reinterpreta en su l\u00f3gica temporal.<\/p>\n<p>En efecto, una cosa es construir un esquema de reproducci\u00f3n adecuado al capitalismo neoliberal y otra distinta es deducir que es sostenible. En otras palabras, este esquema desequilibrado ten\u00eda los d\u00edas contados: \u201cAgotar\u00e1 su horizonte temporal absoluto tan pronto como la proporci\u00f3n de los salarios disponibles disminuya hasta el punto en que la reproducci\u00f3n de la fuerza de trabajo ya no sea compatible con el servicio de la deuda.\u201d Y este horizonte temporal se acerca en funci\u00f3n de cuatro par\u00e1metros: 1) aumento de la tasa de plusval\u00eda; 2) incremento en la parte de la plusval\u00eda proveniente del servicio de la deuda; 3) incremento del tipo de inter\u00e9s; 4) disminuci\u00f3n del per\u00edodo de servicio de la deuda.<\/p>\n<p>El esquema no tuvo tiempo de alcanzar su l\u00edmite y se derrumb\u00f3 desde el momento en que los mercados comenzaron a \u201cdudar de que los derechos acumulados sobre los salarios futuros fueran reembolsados\u201d. Este an\u00e1lisis lleva a una lectura de la crisis que otorga un papel preponderante al endeudamiento de los hogares: es cierto que inicialmente permiti\u00f3 que la demanda se mantuviera en un contexto de congelaciones salariales, pero se quebr\u00f3 con la disminuci\u00f3n del ingreso disponible de los hogares. As\u00ed, desde el principio, \u201cel esquema reproductivo neoliberal ten\u00eda fecha de caducidad\u201d. Su crisis \u201cse manifiesta inicialmente, en su dimensi\u00f3n financiera, como una acumulaci\u00f3n de deudas privadas insostenibles\u201d.<\/p>\n<div class=\"page\" title=\"Page 5\">\n<div class=\"layoutArea\">\n<div class=\"column\">\n<p><strong>Tercera discordancia: marxismo ortodoxo y marxismo dial\u00e9ctico<\/strong><\/p>\n<p>Tombazos subraya repetidamente que la crisis actual no se deriva de la ley de baja tendencial de la tasa de beneficio, a diferencia de la de mediados de la d\u00e9cada de 1970, pero a su modo de ver existe un v\u00ednculo entre ambas, en la medida en que \u201cla crisis actual es el resultado de las pol\u00edticas aplicadas para hacer frente a la ca\u00edda de la rentabilidad en la d\u00e9cada de 1970\u201d. Es b\u00e1sicamente \u201cla crisis de la respuesta neoliberal a la crisis de la d\u00e9cada de 1970\u201d.<\/p>\n<p>\u00bfDeber\u00edamos calificar entonces a Tombazos de \u201csubconsumista\u201d? En general, es el reproche que hacen los marxistas ortodoxos a quienes se niegan a explicar la crisis por la mera ca\u00edda de la tasa de beneficio. Estos \u00faltimos son, seg\u00fan ellos, disc\u00edpulos de Rosa Luxemburg (en el mejor de los casos), y quiz\u00e1s incluso de los reformistas keynesianos. Sin embargo, esto equivale a no entender la l\u00f3gica misma de los patrones de reproducci\u00f3n cuya idea b\u00e1sica resume Tombazos del modo siguiente: \u201cUn patr\u00f3n de reproducci\u00f3n del capital solo puede perpetuarse si la oferta de valores de mercado de los diversos sectores productivos corresponde a una distribuci\u00f3n del ingreso que garantice m\u00e1s o menos su realizaci\u00f3n.\u201d Despu\u00e9s da este ejemplo que muestra c\u00f3mo su lectura de Marx se articula con las diferentes temporalidades del capital: \u201cSi el valor de los productos destinados al consumo de la clase trabajadora no se puede alcanzar o reconocer socialmente porque la distribuci\u00f3n de las rentas no permite su compra a su valor, el ritmo de realizaci\u00f3n del valor se frena. Los tres ritmos del capital no son compatibles entre s\u00ed. La crisis econ\u00f3mica no es m\u00e1s que esta \u2018arritmia\u2019.\u201d<\/p>\n<p>En la l\u00ednea de Ernest Mandel (a quien est\u00e1 dedicado el libro), Tombazos rechaza cualquier interpretaci\u00f3n monocausal de la crisis. Y toda su elaboraci\u00f3n en torno a la noci\u00f3n de arritmia tiende precisamente a mostrar que el esquema de reproducci\u00f3n, incluso el que a priori es m\u00e1s coherente, puede \u201caveriarse\u201d en cualquier punto del circuito. En este caso, la causa del desencadenamiento de la crisis contempor\u00e1nea es para \u00e9l \u201cla desaceleraci\u00f3n estructural del ritmo de realizaci\u00f3n del valor con respecto al ritmo de valorizaci\u00f3n del valor\u201d.<\/p>\n<p><strong>Cuarta discordancia: plusval\u00eda y capital ficticio<\/strong><\/p>\n<p>Fiel a su metodolog\u00eda de ir de lo abstracto a lo concreto, buscando \u201caproximarse a la realidad introduciendo gradualmente en el an\u00e1lisis las dificultades que plantea su comprensi\u00f3n\u201d, Tombazos dedica la segunda mitad de su libro a los instrumentos que hicieron posible la crisis financiera.<\/p>\n<div class=\"page\" title=\"Page 6\">\n<div class=\"layoutArea\">\n<div class=\"column\">\n<p>La descripci\u00f3n de los diversos instrumentos financieros (derivados, titulizaci\u00f3n, etc.) es bien conocida, pero Tombazos restablece maravillosamente su fundamento, que es una forma de ceguera ideol\u00f3gica, incluso metaf\u00edsica. As\u00ed, escribe: \u201cLos productos financieros derivados oscurecen hasta tal punto la realidad que cualquier intento de comprensi\u00f3n cient\u00edfica degeneraba f\u00e1cilmente en una especie de geometr\u00eda metaf\u00edsica en la que incluso la cuadratura del c\u00edrculo parec\u00eda factible. M\u00e1s precisamente, la comprensi\u00f3n fragmentaria de la realidad adoptada por el enfoque dominante (ultramatematizado, pero a fin de cuentas metaf\u00edsico) cre\u00f3 la ilusi\u00f3n de que el desplazamiento del riesgo financiero equival\u00eda a su desaparici\u00f3n.\u201d<\/p>\n<p>La deriva de las finanzas se bas\u00f3 efectivamente en una primera ilusi\u00f3n, bastante est\u00fapida si lo pensamos, seg\u00fan la cual bastaba traspasar el riesgo para que fuera posible olvidarlo. Las diferentes entidades se pasaron as\u00ed entre ellas la patata caliente, pero \u201cesta transferencia continua del riesgo hacia el Otro generalizado (5), lejos de constituir una gesti\u00f3n racional del riesgo, transforma el riesgo individual en riesgo social, el riesgo privado en riesgo sist\u00e9mico, el riesgo local en riesgo nacional y mundial. El Otro generalizado somos todos nosotros, es el sistema global.\u201d<\/p>\n<p>M\u00e1s fundamentalmente, todo se basaba en otra ilusi\u00f3n, a saber, que el dinero puede generar dinero sin pasar por la casilla de la explotaci\u00f3n. Para disipar esta representaci\u00f3n fantasmag\u00f3rica que las finanzas capitalistas tienen de s\u00ed mismas, es necesario disponer de una teor\u00eda del valor, marxista en este caso, que permita comprender por qu\u00e9 las rentas reales derivadas de las finanzas no pueden ser otra cosa que una fracci\u00f3n de la plusval\u00eda, como ya insisti\u00f3 Tombazos en su libro de 1994.<\/p>\n<p>El olvido de esta realidad permite el desarrollo de un capital ficticio, para retomar el t\u00e9rmino de Marx, que se presenta como una enorme acumulaci\u00f3n de derechos de giro sobre una plusval\u00eda que a\u00fan no se ha creado; la crisis se produce cuando se percibe que nunca llegar\u00e1 a crearse. Por lo tanto, Tombazos no hace m\u00e1s que parafrasear a Marx cuando escribe que \u201cel capital monetario est\u00e1 integrado en el capital industrial: no es una entidad independiente. Sin embargo, desde el punto de vista de su propietario, el dinero que ha prestado al industrial parece tener la propiedad (meta)f\u00edsica de multiplicarse con el tiempo.\u201d<\/p>\n<p>El capital ficticio da lugar a derechos de giro virtuales, lo que Tombazos llama unvalor t\u00f3xico cuyo volumen \u201cno viene dado de antemano. Es objeto de un conflicto social.\u201d Se trata de una dimensi\u00f3n esencial para el an\u00e1lisis del per\u00edodo posterior a la crisis: en efecto, uno de los objetivos de las pol\u00edticas aplicadas consiste en gran medida en impedir la \u201cdepreciaci\u00f3n de este \u2018capital t\u00f3xico\u2019\u201d, en suma, defender el capital ficticio.<\/p>\n<div class=\"page\" title=\"Page 7\">\n<div class=\"layoutArea\">\n<div class=\"column\">\n<p><strong>Quinta discordancia: la zona del euro y Grecia<\/strong><\/p>\n<p>Stavros Tombazos (que es chipriota) form\u00f3 parte de la Comisi\u00f3n para la verdad sobre la deuda griega. Por lo tanto, no es extra\u00f1o que la crisis del sistema del euro se examine en gran medida a trav\u00e9s del prisma griego. Tombazos niega la responsabilidad de una deuda p\u00fablica excesiva en el estallido de la cat\u00e1strofe griega. En realidad, el mecanismo perverso fue el siguiente: la homogeneizaci\u00f3n de los tipos de inter\u00e9s nominales dio lugar a una fuerte ca\u00edda de los tipos de inter\u00e9s reales en los pa\u00edses perif\u00e9ricos, debido a que sus tasas de inflaci\u00f3n eran m\u00e1s elevadas. Esta ca\u00edda provoc\u00f3 una burbuja inmobiliaria, que se hinch\u00f3 hasta que los capitales extranjeros dejaron de acudir a financiar los d\u00e9ficit comerciales. Fue el rescate de los bancos privados el que llev\u00f3 posteriormente al fuerte aumento de la deuda p\u00fablica.<\/p>\n<p><strong>Stavros Tombazos en la Comisi\u00f3n para la Verdad sobre la deuda griega<\/strong><\/p>\n<p>No podemos sino suscribir este an\u00e1lisis, aunque sin duda es incompleto porque no tiene en cuenta una de las principales taras del sistema del euro. Era previsible que la recuperaci\u00f3n por parte de los pa\u00edses perif\u00e9ricos (que efectivamente se produjo en un primer momento, como se\u00f1ala Tombazos) llevar\u00eda a un aumento de sus d\u00e9ficit comerciales. En la versi\u00f3n optimista, las entradas de capitales deb\u00edan invertirse en las econom\u00edas perif\u00e9ricas y dar pie al aumento de la productividad, que a su vez permitir\u00eda una convergencia real. Sin embargo, tambi\u00e9n debido a la ca\u00edda de los tipos de inter\u00e9s reales, el capital entr\u00f3 en los sectores de escaso potencial en t\u00e9rminos de productividad antes de refluir.<\/p>\n<div class=\"page\" title=\"Page 8\">\n<div class=\"layoutArea\">\n<div class=\"column\">\n<p>Esta cuesti\u00f3n de la productividad es sin duda el punto oscuro del libro. Tombazos solo se refiere en su conclusi\u00f3n a la desaceleraci\u00f3n de los aumentos de productividad: \u201cY, por supuesto, el ritmo de progresi\u00f3n de la productividad del trabajo se encuentra en un nivel bajo, sin precedentes en los tres polos principales de las econom\u00edas avanzadas.\u201d No obstante, este fen\u00f3meno no apareci\u00f3 con la crisis reciente. Uno de los rasgos esenciales del per\u00edodo del capitalismo neoliberal es, de hecho, la desaceleraci\u00f3n tendencial de los aumentos de productividad. Sin embargo, estos \u00faltimos constituyen un elemento fundamental de la din\u00e1mica de la tasa de beneficio. Y si, como subraya Tombazos, no ha habido una tendencia a la baja de la tasa de beneficio, ello se debe a que todos los dispositivos empleados (globalizaci\u00f3n, financiarizaci\u00f3n, aumento de la explotaci\u00f3n, desigualdades, endeudamiento, etc.) eran necesarios para asegurar la tasa de beneficio a pesar del declive del aumento de la productividad.<\/p>\n<p><strong>Sexta discordancia: capitalismo y salida de la crisis<\/strong><\/p>\n<p>En el cap\u00edtulo de conclusi\u00f3n, Tombazos condensa las tesis principales de su libro y las aplica a la trayectoria futura del capitalismo. Para \u00e9l, est\u00e1 claro que la salida de la crisis no puede pasar por una profundizaci\u00f3n del neoliberalismo, y mucho menos por la adici\u00f3n de medidas de supervisi\u00f3n del sistema bancario. Tombazos constata que la tasa de beneficio se ha recuperado desde la Gran Recesi\u00f3n, superando los niveles de antes de la crisis, pero que la brecha con la tasa de acumulaci\u00f3n se ha ampliado a\u00fan m\u00e1s. Esto significa que el esquema de reproducci\u00f3n neoliberal funciona, pero a un ritmo m\u00e1s lento: la regulaci\u00f3n m\u00e1s estricta de la banca y la estabilizaci\u00f3n de la tasa de endeudamiento de los hogares contribuyen a frenar la acumulaci\u00f3n.<\/p>\n<p>Sin embargo, como para el capitalismo no existe un modelo de recambio, \u201cla reproducci\u00f3n neoliberal del capital solo lograr\u00e1 mantenerse con el apoyo de pol\u00edticas econ\u00f3micas que provoquen nuevas \u2018burbujas\u2019 y cat\u00e1strofes sociales. Vivimos en el callej\u00f3n sin salida de un patr\u00f3n reproductivo dominado por el capital monetario, cuya existencia solo es posible a costa de graves recesiones peri\u00f3dicas, regresiones sociales y crisis pol\u00edticas.\u201d<\/p>\n<div class=\"page\" title=\"Page 9\">\n<div class=\"layoutArea\">\n<div class=\"column\">\n<p><strong>Posdata<\/strong><\/p>\n<p>Stavros es un amigo, todav\u00eda m\u00e1s desde nuestra participaci\u00f3n com\u00fan en los trabajos de la Comisi\u00f3n de la verdad sobre la deuda griega. Pero lo cierto es que llev\u00e1bamos tiempo en connivencia intelectual. La lectura de su libro de 1994 influy\u00f3 en mi reflexi\u00f3n, de manera tal vez subliminal, como ocurre a menudo en el seno de un colectivo de pensamiento. Compartimos, por ejemplo, la misma deuda con respecto a Ernest Mandel, cuya impronta se encuentra en muchos de nuestros trabajos, as\u00ed como a otros dedicatarios de los libros de Stavros: Daniel Bensa\u00efd, Georges Labica y Jean- Marie Vincent.<\/p>\n<\/div>\n<\/div>\n<p><img decoding=\"async\" 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\" alt=\"page9image3621486560\" width=\"453.110000\" height=\"162.700000\" \/><\/div>\n<div title=\"Page 9\">Nuestros intercambios informales en Atenas (donde Stavros intent\u00f3, en vano, iniciarme en la l\u00f3gica de Hegel) han contribuido sin duda a acercar un poco m\u00e1s nuestros puntos de vista. Esta es la raz\u00f3n de este peque\u00f1o ap\u00e9ndice que explica por qu\u00e9 esta recensi\u00f3n es poco cr\u00edtica e incluso podr\u00eda ser sospechosa de complacencia. Lo que ocurre es que comparto la mayor\u00eda de las proposiciones del libro. Sin embargo, el \u00faltimo apartado de este art\u00edculo muestra que todav\u00eda hay diferencias de enfoque, sin duda porque Stavros es al menos tan fil\u00f3sofo como economista. Me parece que es posible articular una lectura del capitalismo contempor\u00e1neo con la evoluci\u00f3n de la productividad, en otras palabras, insistir en su creciente incapacidad para generar aumentos de productividad.<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div title=\"Page 9\"><\/div>\n<div title=\"Page 9\">Notas:<\/div>\n<\/div>\n<div title=\"Page 9\">\n<div class=\"page\" title=\"Page 1\">\n<div class=\"layoutArea\">\n<div class=\"column\">\n<p>Michel Husson, \u00ab Stavros Tombazos et la discordance des temps \u00bb, A l\u2019encontre, 25 f\u00e9vrier 2019. Traducci\u00f3n: viento sur.<\/p>\n<p>1 Stavros Tombazos, Le temps dans l&#8217;analyse \u00e9conomique. Les cat\u00e9gories du temps dans Le Capital, \u00e9dition Soci\u00e9t\u00e9 des Saisons. Traduction anglaise : Time in Marx. The Categories of Time in Marx\u2019s Capital, Brill, 2014. Nos remitimos a dos recensiones, la de Daniel Bensaid, \u00ab Le sens des rythmes \u00bb, Lignes n\u00b095, 1994, y la de Maxime Durand, \u00ab Les temps du capital \u00bb, Critique communiste n\u00b0142, 1995.<\/p>\n<p>2 Stavros Tombazos, Global Crisis and Reproduction of Capital, Palgrave Insights into Apocalypse Economics, 2019.<\/p>\n<div class=\"page\" title=\"Page 3\">\n<div class=\"layoutArea\">\n<div class=\"column\">\n<p>3 Karl Marx, El Capital, Libro II, pp. 681-683.<\/p>\n<div class=\"page\" title=\"Page 4\">\n<div class=\"layoutArea\">\n<div class=\"column\">\n<p>4 Costas Lapavitsas, Profiting without Producing. How Finance Exploits Us All, Verso, 2013.<\/p>\n<div class=\"page\" title=\"Page 6\">\n<div class=\"layoutArea\">\n<div class=\"column\">\n<p>5 Tombazos hace referencia al concepto de Generalized other desdarrollado por George H. Mead enMind, Self, and Society, 1934.<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>Por Michel Husson\u00a0 En 1994, Stavros Tombazos public\u00f3 un libro titulado Le temps dans l\u2019analyse \u00e9conomique (1). Acaba de aparecer su nuevo libro, Global Crisis and Reproduction of Capital (2). El libro de 1994 ha superado la prueba del tiempo, ya que ha sido objeto de una traducci\u00f3n al ingl\u00e9s, publicada veinte a\u00f1os m\u00e1s tarde. [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":1295,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"jetpack_post_was_ever_published":false,"_jetpack_newsletter_access":"","_jetpack_dont_email_post_to_subs":false,"_jetpack_newsletter_tier_id":0,"_jetpack_memberships_contains_paywalled_content":false,"_jetpack_memberships_contains_paid_content":false,"footnotes":"","jetpack_publicize_message":"","jetpack_publicize_feature_enabled":true,"jetpack_social_post_already_shared":true,"jetpack_social_options":{"image_generator_settings":{"template":"highway","enabled":false},"version":2}},"categories":[2],"tags":[],"class_list":["post-1294","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-blog"],"jetpack_publicize_connections":[],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v23.4 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>Stavros Tombazos y la discordancia de los tiempos - UninomadaSUR<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/uninomadasur.net\/?p=1294\" \/>\n<meta property=\"og:locale\" content=\"es_ES\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Stavros Tombazos y la discordancia de los tiempos - UninomadaSUR\" \/>\n<meta property=\"og:description\" content=\"Por Michel Husson\u00a0 En 1994, Stavros Tombazos public\u00f3 un libro titulado Le temps dans l\u2019analyse \u00e9conomique (1). 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