{"id":2083,"date":"2019-08-31T15:47:29","date_gmt":"2019-08-31T15:47:29","guid":{"rendered":"http:\/\/uninomadasur.net\/?p=2083"},"modified":"2019-08-31T15:47:29","modified_gmt":"2019-08-31T15:47:29","slug":"marx-pequena-guia-de-uso-economico","status":"publish","type":"post","link":"https:\/\/uninomadasur.net\/?p=2083","title":{"rendered":"Marx, peque\u00f1a gu\u00eda de uso econ\u00f3mico"},"content":{"rendered":"<p><em><strong>Michel Husson<\/strong><\/em><\/p>\n<p><img decoding=\"async\" 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\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\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\/><\/p>\n<p>\u00bfEs razonable reivindicar a un autor cuya obra principal se public\u00f3 hace 150 a\u00f1os? Este art\u00edculo busca primero responder a esta pregunta perfectamente leg\u00edtima y luego mostrar c\u00f3mo la referencia a la teor\u00eda marxista puede ayudar a interpretar el capitalismo contempor\u00e1neo e imaginar alternativas.<\/p>\n<p><b>\u00bfMarx un economista del pasado? <\/b><\/p>\n<p>Es necesario responder a las diferentes acusaciones de arca\u00edsmo dogm\u00e1tico: desde <i>El Capital<\/i>, la ciencia econ\u00f3mica ha hecho un progreso inmenso y el capitalismo de hoy no tiene nada que ver con el que Marx estudi\u00f3. Comencemos con este \u00faltimo argumento: obviamente ser\u00eda absurdo negar que el capitalismo ha evolucionado durante dos siglos y que sus formas concretas de encarnaci\u00f3n pueden ser muy diferentes de un pa\u00eds a otro. No se trata de negar estas transformaciones, sino de mostrar que se han desarrollado dentro de relaciones fundamentalmente invariables. Es m\u00e1s, podr\u00eda argumentarse que las condiciones actuales de explotaci\u00f3n laboral en China son, en muchos aspectos, comparables a las que prevalec\u00edan en la Inglaterra del siglo XIX.<\/p>\n<p>La referencia al marxismo tiene la virtud de protegerse contra el vaiv\u00e9n de las \u00faltimas teor\u00edas a la moda que van sucedi\u00e9ndose para demostrar que todo ha cambiado y que se deben abandonar las antiguas representaciones del mundo. Pero ciertamente existe el riesgo inverso del dogmatismo que consiste en aplicar a ciegas los mismos patrones a una realidad en movimiento. Por lo tanto, el marxismo vivo debe moverse entre estos dos escollos a trav\u00e9s de estudios y debates. Sin duda, una de las cuestiones metodol\u00f3gicas m\u00e1s importantes es distinguir los niveles de an\u00e1lisis: la teor\u00eda marxista del valor no permite, por ejemplo, comprender directamente la crisis de la zona euro. Se deben establecer mediaciones entre la realidad concreta y los marcos conceptuales m\u00e1s abstractos. La gu\u00eda m\u00e1s clara sigue siendo (desde nuestro punto de vista) el libro del fil\u00f3sofo checo Karel Kos\u00edk (1967), donde resumi\u00f3 este m\u00e9todo:<\/p>\n<blockquote dir=\"ltr\"><p>\u201c1) Asimilaci\u00f3n minuciosa de la materia, pleno dominio del material incluyendo todos los detalles hist\u00f3ricos posibles.<\/p>\n<p>2) An\u00e1lisis de las diversas formas de desarrollo del material mismo.<\/p>\n<p>3) Indagaci\u00f3n de coherencia interna, es decir, determinaci\u00f3n de la unidad de esas diversas formas de desarrollo\u201d.<\/p><\/blockquote>\n<p>Marx ser\u00eda un hombre del siglo XIX: esta es la tesis defendida por un bi\u00f3grafo reciente (Husson, 2017). Otro cr\u00edtico lo calific\u00f3 de posricardiano menor (Brewer, 1995). Pero la <i>ciencia econ\u00f3mica<\/i>, aun admitiendo que es una ciencia, ciertamente no es una ciencia que progresa lineal y peri\u00f3dicamente unificada. Por ejemplo, a diferencia de la f\u00edsica, diferentes paradigmas econ\u00f3micos contin\u00faan coexistiendo de manera conflictiva.<\/p>\n<p>La econom\u00eda dominante actual, llamada neocl\u00e1sica, se basa en un paradigma que no difiere fundamentalmente del de las escuelas premarxistas o incluso precl\u00e1sicas. En gran parte, el debate triangular entre la econom\u00eda <i>cl\u00e1sica<\/i> (Ricardo), la econom\u00eda <i>vulgar<\/i> (Say o Malthus) y la cr\u00edtica de la econom\u00eda pol\u00edtica (Marx) contin\u00faa hoy en los mismos t\u00e9rminos. Las relaciones de poder que existen entre estos tres polos han evolucionado, pero no seg\u00fan un esquema de eliminaci\u00f3n de paradigmas obsoletos. En resumen, la econom\u00eda dominante no domina debido a sus propios efectos de conocimiento, sino en funci\u00f3n de relaciones de poder ideol\u00f3gicas y pol\u00edticas m\u00e1s generales.<\/p>\n<p>Por tomar solo un ejemplo, las teor\u00edas contempor\u00e1neas del desempleo retoman, bajo una forma modernizada, los viejos an\u00e1lisis sobre los pobres. El debate en Inglaterra en torno a las leyes sobre los pobres se encuentra hoy en las denuncias sobre las ayudas sociales: en lugar de aceptar los puestos de trabajo ofrecidos, la gente desempleada preferir\u00eda no hacer el esfuerzo de trabajar y vivir <i>c\u00f3modamente<\/i> de las prestaciones sociales (Husson, 2018a).<\/p>\n<p>Pero el argumento de que la teor\u00eda marxista est\u00e1 obsoleta debido al progreso de la econom\u00eda busca el efecto de eliminar al mismo tiempo cualquier referencia a la teor\u00eda del valor.<\/p>\n<p><b>\u00bfUn capitalismo sin teor\u00eda? <\/b><\/p>\n<p>En \u00faltima instancia, la pregunta a la que debe responder la teor\u00eda del valor es: \u00bfde d\u00f3nde proviene la ganancia? En los libros de texto contempor\u00e1neos encontramos la definici\u00f3n de ganancia: es la diferencia entre el precio de venta y el coste de producci\u00f3n. Pero el misterio de la fuente del beneficio permanece intacto. Es alrededor de esta cuesti\u00f3n absolutamente fundamental con la que Marx abre su an\u00e1lisis del capitalismo en <i>El Capital<\/i>.<\/p>\n<p>Antes de \u00e9l, los grandes cl\u00e1sicos de la econom\u00eda pol\u00edtica, como Smith o Ricardo, part\u00edan de una pregunta ligeramente diferente, la del precio relativo de los bienes: \u00bfpor qu\u00e9, por ejemplo, una mesa vale el precio de cinco pantalones? Muy r\u00e1pidamente, la respuesta que se impuso es que esta proporci\u00f3n de 1 a 5 refleja el tiempo requerido para producir un pantal\u00f3n o una mesa. Esto es lo que podr\u00eda llamarse la versi\u00f3n b\u00e1sica del valor-trabajo.<\/p>\n<p>A continuaci\u00f3n, estos economistas <i>cl\u00e1sicos<\/i> intentaron descomponer el precio de una mercanc\u00eda. Adem\u00e1s del precio de las materias primas, este precio incorpora tres categor\u00edas principales: renta, ganancias y salario. Esta f\u00f3rmula <i>trinitaria<\/i> parece muy sim\u00e9trica: la renta es el precio de la tierra, la ganancia es el precio del capital y los salarios son el precio del trabajo. De ah\u00ed la siguiente contradicci\u00f3n: por un lado, el valor de una mercanc\u00eda depende de la cantidad de mano de obra requerida para su producci\u00f3n; pero, por otro lado, esta no solo comprende el salario.<\/p>\n<p>La teor\u00eda marxista, llamada del valor-trabajo, busca escapar de esta aparente contradicci\u00f3n. No est\u00e1 de m\u00e1s recordar muy brevemente c\u00f3mo procede Marx. El principio esencial es que el trabajo humano es la \u00fanica fuente de creaci\u00f3n de valor. Valor significa aqu\u00ed el valor monetario de los bienes. Entonces nos enfrentamos a este verdadero enigma que las transformaciones del capitalismo obviamente no han hecho desaparecer: el de un sistema econ\u00f3mico en el que las y los trabajadores producen todo el valor pero solo reciben una fracci\u00f3n de \u00e9l en forma de salario, mientras que el resto se va a las ganancias.<\/p>\n<p>Los capitalistas compran medios de producci\u00f3n (maquinaria, materias primas, energ\u00eda, etc.) y fuerza de trabajo; producen bienes que venden y terminan con m\u00e1s dinero del que originalmente invirtieron.<\/p>\n<p>Marx ofrece su soluci\u00f3n, que es a la vez genial y simple (al menos <i>a posteriori<\/i>). Aplica a la fuerza de trabajo, esta mercanc\u00eda un tanto peculiar, la distinci\u00f3n cl\u00e1sica que hace entre valor de uso y valor de cambio.<\/p>\n<p>El salario es el precio de la fuerza del trabajo socialmente reconocido en un momento dado como necesario para su reproducci\u00f3n. En este sentido, el intercambio entre el asalariado que vende su fuerza de trabajo y el capitalista es, en general, una relaci\u00f3n igual. Pero la fuerza de trabajo tiene una propiedad especial, su valor de uso, la de producir valor. El capitalista se apropia de la totalidad de este valor producido, pero restituye solo una parte de \u00e9l, porque el desarrollo de la empresa hace que las y los asalariados puedan producir durante su tiempo de trabajo un valor mayor que el que recuperar\u00e1n bajo la forma de salario.<\/p>\n<p>Hagamos como Marx, en las primeras l\u00edneas de <i>El Capital<\/i>, y observemos a la sociedad como una \u201cinmensa acumulaci\u00f3n de mercanc\u00edas\u201d producidas por el trabajo humano. Podemos hacer dos <i>pilas<\/i>: la primera consiste en bienes y servicios que corresponden al consumo de los trabajadores y trabajadoras; la segunda <i>pila<\/i> incluye los llamados <i>bienes de lujo<\/i> y bienes de inversi\u00f3n, y corresponde a la plusval\u00eda. El tiempo de trabajo de toda la sociedad puede a su vez dividirse en dos partes: el tiempo dedicado a producir la primera <i>pila<\/i> Marx lo denomina trabajo necesario, y el que se dedica a la producci\u00f3n de la segunda <i>pila<\/i> es el trabajo excedente. En el fondo, esta representaci\u00f3n es bastante simple, pero, obviamente, para lograrla es necesario dar un paso atr\u00e1s y adoptar un punto de vista social.<\/p>\n<p>El an\u00e1lisis se complica a\u00fan m\u00e1s cuando se observa que el capitalismo se caracteriza por la formaci\u00f3n de una tasa general de ganancia, en otras palabras, que el capital tiende a tener la misma rentabilidad independientemente de la rama en la que se invierte. Ricardo no lograr\u00e1 resolver esta dificultad. Este es el problema de la <i>transformaci\u00f3n<\/i> (de valores en precio) que Marx resuelve al mostrar que la plusval\u00eda se distribuye en proporci\u00f3n al capital comprometido. Muchos cr\u00edticos han detectado aqu\u00ed un error de Marx que desaparece, sin embargo, si hacemos intervenir una sucesi\u00f3n de per\u00edodos de producci\u00f3n <b>1\/<\/b>.<\/p>\n<p><b>La gran bifurcaci\u00f3n <\/b><\/p>\n<p>La teor\u00eda marxista del valor es una extensi\u00f3n de las teor\u00edas de los cl\u00e1sicos (Smith y Ricardo) en la que resuelve sus contradicciones internas. Pero introduce una dimensi\u00f3n cr\u00edtica fundamental: la apropiaci\u00f3n de ganancias por parte de los capitalistas descansa en \u00faltima instancia en relaciones sociales que no son ni naturales ni eternas.<\/p>\n<p>Las implicaciones revolucionarias de esta teor\u00eda fueron claramente percibidas por los defensores del orden establecido. Por lo tanto, era necesario oponerle otra teor\u00eda, y esta ser\u00eda la teor\u00eda marginalista o neocl\u00e1sica. Uno de sus fundadores, John Bates Clark, expres\u00f3 claramente la necesidad de responder a la teor\u00eda de la explotaci\u00f3n: \u201cLos trabajadores, se nos dice, son permanentemente despose\u00eddos de lo que producen [&#8230;]. Si esta acusaci\u00f3n tuviera fundamento, cualquier persona dotada de raz\u00f3n deber\u00eda hacerse socialista, y su voluntad de transformar el sistema econ\u00f3mico expresar\u00eda su sentido de la justicia\u201d. Para responder a esta acusaci\u00f3n es necesario, explica Clark: \u201cDescomponer el producto de la actividad econ\u00f3mica en sus elementos constitutivos, para ver si el juego natural de la competencia lleva o no a atribuir a cada productor la parte exacta de riquezas que contribuye a crear\u201d (Clark, 1899: 7).<\/p>\n<p>Piero Sraffa, situado en la tradici\u00f3n de Ricardo, sac\u00f3 una amarga conclusi\u00f3n de lo que llam\u00f3 la <i>degeneraci\u00f3n<\/i> de la teor\u00eda del valor. Las razones pol\u00edtico-ideol\u00f3gicas para el derrocamiento de la econom\u00eda cl\u00e1sica eran obvias para \u00e9l:<\/p>\n<p>\u201cCon el ataque frontal de Marx, el surgimiento de la Internacional y la Comuna de Par\u00eds, se necesitaba una l\u00ednea de defensa mucho m\u00e1s decidida (&#8230;) era necesario pasar a la utilidad, de ah\u00ed el \u00e9xito de Jevons, Menger y Walras. La econom\u00eda cl\u00e1sica en su conjunto se estaba volviendo demasiado peligrosa: ten\u00eda que ser desechada como tal. La casa estaba en llamas y amenazaba con prender fuego a toda la estructura y los cimientos de la sociedad capitalista: la econom\u00eda cl\u00e1sica fue inmediatamente expulsada\u201d <b>2\/<\/b>.<\/p>\n<p>As\u00ed pues, actualmente hay dos teor\u00edas del valor. Para la teor\u00eda neocl\u00e1sica prevaleciente, que se ense\u00f1a en todas partes, el beneficio es la remuneraci\u00f3n de la productividad marginal del capital, de una manera sim\u00e9trica al salario que premia la productividad marginal de los salarios. Para la teor\u00eda marxista el beneficio se deriva de la explotaci\u00f3n de la fuerza de trabajo. Muchos trabajos, que rara vez se discuten hoy, han mostrado la incoherencia de la teor\u00eda dominante. Recientemente, un brillante art\u00edculo (Eatwell, 2019), que adopta una l\u00f3gica <i>poskeynesiana<\/i>, concluye as\u00ed: \u201cNo existe una teor\u00eda neocl\u00e1sica de la tasa de ganancia\u201d. Pero este tipo de cr\u00edtica tiene problemas para abandonar el campo acad\u00e9mico. Quiz\u00e1s sea m\u00e1s interesante mostrar c\u00f3mo la referencia a la teor\u00eda del valor conduce a un an\u00e1lisis efectivo de los desarrollos recientes en el capitalismo.<\/p>\n<p><b>Las ilusiones de las finanzas <\/b><\/p>\n<p>La financiarizaci\u00f3n del capitalismo llev\u00f3, antes de la crisis, a una especie de euforia basada en la impresi\u00f3n de que las finanzas se hab\u00edan convertido en una fuente aut\u00f3noma de valor. Incluso entre algunos economistas heterodoxos encontramos el razonamiento seg\u00fan el cual los capitalistas tienen la opci\u00f3n de invertir ya sea en la esfera productiva o <i>real<\/i>, o en la esfera financiera. Y como las finanzas proporcionar\u00edan mayores rendimientos, esta ser\u00eda la causa de una debilidad relativa en la inversi\u00f3n.<\/p>\n<p>Estas fantas\u00edas no tienen nada de original y en Marx, especialmente en su an\u00e1lisis del Libro 3 de <i>El Capital<\/i> dedicado a la distribuci\u00f3n de ganancias entre intereses y ganancias corporativas, encontramos todos los elementos para criticarlas. Marx escribe, por ejemplo: \u201cEn la idea popular, al capital dinerario, el capital que devenga inter\u00e9s, se lo considera a\u00fan como capital en cuanto tal, como capital por excelencia\u201d <b>3\/<\/b>. Ciertamente, el capital financiero parece capaz de proporcionar un ingreso independientemente de la explotaci\u00f3n de la fuerza de trabajo. Por eso, a\u00f1ade Marx: \u201cPara la econom\u00eda vulgar, que pretende presentar al capital como fuente aut\u00f3noma del valor, de la creaci\u00f3n de valor, esta forma le viene a pedir de boca: una forma en la cual la fuente de la ganancia ya no resulta reconocible, y en la cual el resultado del proceso capitalista de producci\u00f3n \u2013separado del propio proceso\u2013 adquiere una existencia aut\u00f3noma\u201d <b>4\/<\/b>.<\/p>\n<p>Este tipo de ilusi\u00f3n solo es posible si uno se basa en una teor\u00eda <i>aditiva <\/i>del valor, donde el ingreso nacional se construye como la suma de las remuneraciones de los diferentes <i>factores de producci\u00f3n<\/i>. Por el contrario, la teor\u00eda marxista es <i>sustractiva<\/i>: las formas particulares de ganancia (intereses, dividendos, rentas, etc.) son puntuaciones en una plusval\u00eda global cuyo volumen est\u00e1 predeterminado. Uno puede \u201cenriquecerse mientras duerme\u201d solo en base a ese pinchazo operado sobre la plusval\u00eda global, de modo que el mecanismo admite l\u00edmites, los de la explotaci\u00f3n, que es el verdadero <i>fundamento<\/i> de la bolsa de valores. La crisis marca el regreso de lo real, como un recordatorio al orden de esta dura ley del valor.<\/p>\n<p><b>La ley del valor como br\u00fajula <\/b><\/p>\n<p>La referencia a la ley del valor, si se realiza de manera cr\u00edtica, no dogm\u00e1tica, hace posible <i>filtrar<\/i> teor\u00edas fr\u00e1giles, se podr\u00eda decir oportunistas, que aparecen ante nuevos fen\u00f3menos. Nos limitaremos a mencionar brevemente algunos ejemplos.<\/p>\n<p>Hubo un tiempo en que algunos autores que se reclamaban del marxismo pretend\u00edan que la ley del valor estaba superada debido a las mayores tasas de ganancia para los monopolios. Sin embargo, las contrapartes tuvieron tasas de ganancia m\u00e1s bajas en otros sectores. Resulta gracioso que el reciente descubrimiento de este fen\u00f3meno por parte de los economistas de la corriente dominante los lleve hoy a revelar las inconsistencias de su teor\u00eda de ganancias (Husson, 2018b).<\/p>\n<p>De la misma manera, tampoco es posible argumentar que podemos producir valor tecleando, como afirman algunos autores que afirman ser marxistas (Husson, 2018c). En cuanto a la llamada econom\u00eda colaborativa, solo crea valor, en el sentido capitalista del t\u00e9rmino, si est\u00e1 sujeta a la apropiaci\u00f3n privada que conduce a la producci\u00f3n de bienes. La econom\u00eda de la plataforma est\u00e1 en la vanguardia de la modernidad, pero a menudo vuelve a los primitivos modos de extracci\u00f3n de la plusval\u00eda.<\/p>\n<p>El conocimiento como tal no crea valor, contrariamente a la tesis del capitalismo <i>cognitivo<\/i> (Husson, 2003). O, para usar la f\u00f3rmula de Jean-Marie Harribey (2017), \u201cno podemos pensar en el ingreso b\u00e1sico sin una teor\u00eda del valor\u201d.<\/p>\n<p>Finalmente, la distinci\u00f3n entre valor de uso y valor de cambio es fundamental para arrojar luz sobre uno de los enigmas a los que se enfrenta la econom\u00eda dominante actual: las innovaciones tecnol\u00f3gicas no conducen a los aumentos de productividad esperados. En un art\u00edculo anterior presentamos esta explicaci\u00f3n: \u201cTal vez sea esa la clave del estancamiento secular: desde luego, las innovaciones tecnol\u00f3gicas aumentan el bienestar de los consumidores, pero este aumento no est\u00e1 ligado a una producci\u00f3n mercantil\u201d. He aqu\u00ed, pues, unos cuantos espacios contempor\u00e1neos en los que la teor\u00eda del valor permite trabajar en un marco coherente (Husson, 2018d).<\/p>\n<p><b>El lujo de elegir lo que no es lo m\u00e1s rentable <\/b><\/p>\n<p>Marx avanz\u00f3 esta hermosa f\u00f3rmula inspirada en un panfleto an\u00f3nimo: \u201cUna naci\u00f3n es verdaderamente rica cuando en vez de 12 horas se trabajan 6\u201d <b>5\/<\/b>. No hay una forma m\u00e1s clara de distinguir entre valor y riqueza. Es cierto que ahora existe un consenso bastante amplio de que el PIB no mide la felicidad, pero no se han sacado todas las consecuencias de esta perogrullada.<\/p>\n<p>De hecho, la econom\u00eda dominante ha contribuido a desdibujar esta distinci\u00f3n elemental al rechazar la teor\u00eda del valor-trabajo y reemplazarla por la del valor-utilidad. Para justificar una organizaci\u00f3n social impulsada por la maximizaci\u00f3n de la ganancia, fue necesario hacer aceptar la idea de que la ganancia es un indicador sint\u00e9tico del bienestar humano. Este es el supuesto necesario, lo que significa que, al perseguir el objetivo de maximizar el beneficio, se persigue al mismo tiempo el objetivo de maximizar el bienestar. Todo lo que pretende la econom\u00eda neocl\u00e1sica cuando trata de establecer que el equilibrio es lo \u00f3ptimo, es lo siguiente: la ganancia es una cuantificaci\u00f3n operativa del bienestar.<\/p>\n<p>Es alrededor de la distinci\u00f3n entre valor y riqueza como se puede hacer emerger lo que separa al capitalismo del socialismo. Inspir\u00e1ndonos en el economista ruso Kantorovich, se podr\u00eda decir que el <i>programa<\/i> (en el sentido de programaci\u00f3n lineal) del capitalismo es maximizar el beneficio, mientras que el del socialismo es maximizar el bienestar, o la utilidad social. Pero esta \u00faltima es multidimensional y hace falta una instituci\u00f3n para poder definir y arbitrar las prioridades de la sociedad. Sin duda, esta democracia social es lo que ha faltado tr\u00e1gicamente en los llamados pa\u00edses del socialismo real.<\/p>\n<p>De hecho, por ejemplo, en Engels encontramos una vieja teorizaci\u00f3n de la planificaci\u00f3n socialista en un breve pasaje del <i>Anti-D\u00fchring<\/i>, donde esboza los principios de otra forma de c\u00e1lculo econ\u00f3mico:<\/p>\n<p>\u201cCierto que la sociedad tendr\u00e1 tambi\u00e9n que saber entonces cu\u00e1nto trabajo requiere la producci\u00f3n de cada objeto de uso. Pues tendr\u00e1 que establecer el plan de producci\u00f3n atendiendo a los medios de producci\u00f3n, entre los cuales se encuentran se\u00f1aladamente las fuerzas de trabajo. El plan quedar\u00e1 finalmente determinado por la comparaci\u00f3n de los efectos \u00fatiles de los diversos objetos de uso entre ellos y con las cantidades de trabajo necesarias para su producci\u00f3n. La gente hace todo esto muy sencillamente en su casa, sin necesidad de meter de por medio el c\u00e9lebre <i>valor<\/i>\u201d (Engels, 2014: 409).<\/p>\n<p>Tambi\u00e9n encontramos las intuiciones de un Preobrazhensky en el estrechamiento de la esfera de la econom\u00eda que se limitar\u00eda rigurosamente a una funci\u00f3n de ajuste de medios para prop\u00f3sitos definidos <i>a priori<\/i>:<\/p>\n<p>\u201cCon la desaparici\u00f3n de la ley del valor en el dominio de la realidad econ\u00f3mica desaparece igualmente la vieja econom\u00eda pol\u00edtica. Una nueva ciencia ocupa ahora su lugar, la ciencia de la previsi\u00f3n de la necesidad econ\u00f3mica en econom\u00eda organizada, la ciencia que apunta \u2013en materia de producci\u00f3n u otra\u2013 a obtener lo que es necesario de la manera m\u00e1s racional. Es una ciencia muy otra, es la tecnolog\u00eda social, la ciencia de la producci\u00f3n organizada, del trabajo organizado; la ciencia de un sistema de relaciones de producci\u00f3n en que las regulaciones de la vida econ\u00f3mica se manifiestan bajo nuevas formas, en que no hay ya \u2018objetivaci\u00f3n\u2019 de las relaciones humanas, en que el fetichismo de la mercanc\u00eda desaparece con la mercanc\u00eda\u201d (Preobrazhenski, 1970: 78).<\/p>\n<p>Este enfoque adquiere hoy, cuando se introducen restricciones ecol\u00f3gicas, una legitimidad adicional. Podr\u00edamos utilizar aqu\u00ed los t\u00e9rminos de la programaci\u00f3n lineal para decir que el criterio de maximizaci\u00f3n de la ganancia lleva a determinados valores m\u00e1s all\u00e1 del respeto de ciertas normas. El capitalismo pretende tenerlos en cuenta formando pseudomercados o modificando los precios referencia. Esta seudomonetarizaci\u00f3n del medio ambiente puede modular en el margen del principio de la maximizaci\u00f3n de la ganancia, pero sin ninguna relaci\u00f3n con la escala de las reducciones de emisiones a realizar.<\/p>\n<p><b>Por un marxismo vivo <\/b><\/p>\n<p>No hemos tratado todas las cuestiones a las que puede responder la teor\u00eda marxista. Entre ellas est\u00e1, obviamente, el an\u00e1lisis de la crisis. El campo del marxismo, sin embargo, se ve debilitado por un uso dogm\u00e1tico de la ley de la tendencia a la baja de la tasa de ganancia, propuesto como la causa \u00faltima y \u00fanica de la crisis. Esto dificulta una lectura m\u00e1s compleja inspirada por la l\u00f3gica de los patrones de distribuci\u00f3n mediante la combinaci\u00f3n de las condiciones de producci\u00f3n de la plusval\u00eda y las de su realizaci\u00f3n.<\/p>\n<p>En la configuraci\u00f3n actual del capitalismo, la pregunta esencial es probablemente esta: \u00bfc\u00f3mo mantener o restablecer la tasa de ganancia aun cuando la productividad se ralentiza? Si ahondamos en esta pregunta, nos parece que el an\u00e1lisis muestra que la crisis cuestiona al capitalismo de forma m\u00e1s profunda que las fluctuaciones de la tasa de ganancia. Revela que este sistema econ\u00f3mico y social ha entrado en la zona de los rendimientos decrecientes, que muestra su incapacidad para satisfacer las necesidades sociales y revela su ineficacia frente al desaf\u00edo del cambio clim\u00e1tico.<\/p>\n<p>Por \u00faltimo, es dif\u00edcil sostener una l\u00ednea entre <i>dogmatismo<\/i> y <i>pragmatismo<\/i>. Sin duda, es necesario combinar ambas, en un movimiento que yo llamar\u00eda dial\u00e9ctico (ya que uno es marxista). El pragmatismo es ir rascando sobre los discursos dominantes o alternativos para confrontarlos a los hechos y a las cifras, poner en cuesti\u00f3n las certezas, exponerse a la contradicci\u00f3n y la duda. Acto seguido, si logramos construir una representaci\u00f3n adecuada y consistente, hay que atenerse a ella con una convicci\u00f3n al borde del&#8230; dogmatismo.<\/p>\n<p>Con este razonamiento, uno podr\u00eda decir parad\u00f3jicamente (o dial\u00e9cticamente) que el marxismo es m\u00e1s \u00fatil si se est\u00e1 dispuesto a distanciarse de \u00e9l. Al final, la tarea de un o una marxista no es defender el marxismo, sino buscar cambiar el mundo, comenzando por entenderlo.<\/p>\n<p><i>Michel Husson <\/i>es economista y autor de, entre otras obras, <i><a href=\"https:\/\/vientosur.info\/spip.php?article7913\">El capitalismo en 10 lecciones <\/a><\/i>(La Oveja Roja-<b><i>viento<\/i> sur<\/b>, Madrid, 2013)<\/p>\n<p>Traducci\u00f3n: <b><i>viento<\/i> sur<\/b><\/p>\n<p><b><u>Notas: <\/u><\/b><\/p>\n<p><b>1\/ <\/b>V\u00e9ase una contribuci\u00f3n ya antigua a esta lectura <i>temporalista<\/i> en Michel Husson [Manuel P\u00e9rez], \u201cValeur et prix : un essai de critique des propositions n\u00e9o-ricardiennes\u201d, <i>Critiques de l\u2019\u00e9conomie politique <\/i>n\u00b010, 1980 ; \u201cValue and price: a critique of neo-Ricardian claims\u201d, <i>Capital and Class<\/i>, Vol. 42, n\u00b0 3, 2018.<\/p>\n<p><b>2\/ <\/b>Piero Sraffa, \u201cLa d\u00e9g\u00e9n\u00e9rescence de la th\u00e9orie de la valeur selon Sraffa\u201d, <i>note hussonet<\/i> n\u00b0108, 13 octobre 2017.<\/p>\n<p><b>3\/ <\/b><i>El Capital<\/i>, Cap\u00edtulo 23, p. 481, Ediciones Siglo XXI.<\/p>\n<p><b>4 <\/b>\/ Ibidem, p. 501.<\/p>\n<p><b>5\/ <\/b>Karl Marx, <i>Elementos fundamentales para la cr\u00edtica de la econom\u00eda pol\u00edtica (Grundrisse)<\/i> 1857-1858, Siglo XXI, 2007, volumen 2, p. 229. Marx parafrasea el corto ensayo <i>The Source and Remedy of the National Difficulties<\/i>, del cual se sabr\u00e1 m\u00e1s tarde que el autor es Charles Wentworth Dilke.<\/p>\n<p><b>Referencias <\/b><\/p>\n<p>Brewer, Anthony (1995) \u201cA Minor Post-Ricardian? Marx as an Economist\u201d, <i>History of Political Economy,<\/i> 27, 1. Disponible en <a href=\"http:\/\/digamoo.free.fr\/brewer1995.pdf\">http:\/\/digamoo.free.fr\/brewer1995.pdf <\/a><\/p>\n<p>Clark, John Bates (1899) <i>The Distribution of Wealth. A Theory of Wages, Interest and Profit<\/i>, 1899. Diponible en Eatwell, John (2019) \u201c<i>Cost of Production<\/i> and the Theory of the Rate of Profit\u201d, <i>Contributions to Political Economy.<\/i> Disponible en <a href=\"http:\/\/tankona.free.fr\/eatwell19.pdf\">http:\/\/tankona.free.fr\/eatwell19.pdf <\/a><\/p>\n<p>Engels, Federico (2014 [1878]) <i>Anti-D\u00fchring. La revoluci\u00f3n de la ciencia por el se\u00f1or Eugen D\u00fchring<\/i>. Madrid: Fundaci\u00f3n Federico Engels.<\/p>\n<p>Harribey, Jean-Marie (2017) \u201cLe revenu d\u2019existence. Un rem\u00e8de ou un pi\u00e8ge?\u201d, en <i>Revenu universel. L\u2019\u00e9tat du d\u00e9bat<\/i>, OFCE, 2017. Disponible en <a href=\"http:\/\/tankona.free.fr\/jmhofce17.pdf\">http:\/\/tankona.free.fr\/jmhofce17.pdf <\/a><\/p>\n<p>Husson, Michel (2003) \u201c\u00bfHemos entrado en el <i>capitalismo cognitivo<\/i>?\u201d, <i>Panorama Internacional<\/i>. Disponible en <a href=\"http:\/\/hussonet.free.fr\/cognitic.pdf\">http:\/\/hussonet.free.fr\/cognitic.pdf <\/a><\/p>\n<p>(2017) \u201cMarx, \u00bfun economista del siglo XIX?\u201d, viento sur, disponible en <a href=\"https:\/\/www.vientosur.info\/spip.php?article13140\">https:\/\/www.vientosur.info\/spip.php?article13140 <\/a><\/p>\n<p>(2018a) \u201cDes lois anglaises sur les pauvres \u00e0 la d\u00e9nonciation moderne de l\u2019assistanat\u201d I. \u201cD\u2019Elisabeth \u00e0 Bentham : assister ou enfermer ?\u201d II. \u201cDe Speenhamland \u00e0 la loi de 1834\u201d, disponibles en <a href=\"https:\/\/alencontre.org\/societe\/des-lois-anglaises-sur-les-pauvres-a-la-denonciation-moderne-de-lassistanat-i.html\">http:\/\/alencontre.org\/societe\/des-lois-anglaises-sur-les-pauvres-a-la-denonciation-moderne-de-lassistanat-i.html <\/a>y <a href=\"https:\/\/alencontre.org\/societe\/des-lois-anglaises-sur-les-pauvres-a-la-denonciation-moderne-de-lassistanat-ii.html\">http:\/\/alencontre.org\/societe\/des-lois-anglaises-sur-les-pauvres-a-la-denonciation-moderne-de-lassistanat-ii.html <\/a><\/p>\n<p>(2018b) \u201cLes \u00e9conomistes n\u00e9o-classiques (re)d\u00e9couvrent le profit\u201d, disponible en I- <a href=\"https:\/\/alencontre.org\/economie\/les-economistes-neo-classiques-redecouvrent-le-profit.html\">http:\/\/alencontre.org\/economie\/les-economistes-neo-classiques-redecouvrent-le-profit.html <\/a>; II- <a href=\"https:\/\/alencontre.org\/economie\/les-economistes-neo-classiques-redecouvrent-le-profit-ii.html\">http:\/\/alencontre.org\/economie\/les-economistes-neo-classiques-redecouvrent-le-profit-ii.html <\/a><\/p>\n<p>(2018c) \u201cProduire de la valeur en cliquant ?\u201d, <i>Alternatives \u00e9conomiques<\/i>.<\/p>\n<p>(2018d) \u201cPensar y medir el estancamiento secular\u201d, disponible en <a href=\"http:\/\/www.vientosur.info\/spip.php?article13626\">www.vientosur.info\/spip.php?article13626 <\/a><\/p>\n<p>Kosik, Karol (1967 [1963]) <i>Dial\u00e9ctica de lo concreto<\/i>. M\u00e9xico: Grijalbo.<\/p>\n<p>Preobrazhenski, Eugen (1979 [1926]) <i>La nueva econom\u00eda<\/i>. Barcelona: Ediciones Ariel.<\/p>\n<p><a href=\"http:\/\/cdn.vientosur.info\/VScompletos\/vs_0165.pdf\" target=\"_blank\" rel=\"noopener\">Descargar documento <\/a>\u00a01.9 MB, PDF.<\/p>\n<p>Fuente: <a href=\"https:\/\/www.vientosur.info\/spip.php?article15058\">https:\/\/www.vientosur.info\/spip.php?article15058<\/a><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Michel Husson \u00bfEs razonable reivindicar a un autor cuya obra principal se public\u00f3 hace 150 a\u00f1os? Este art\u00edculo busca primero responder a esta pregunta perfectamente leg\u00edtima y luego mostrar c\u00f3mo la referencia a la teor\u00eda marxista puede ayudar a interpretar el capitalismo contempor\u00e1neo e imaginar alternativas. \u00bfMarx un economista del pasado? Es necesario responder a [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":2084,"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-2083","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>Marx, peque\u00f1a gu\u00eda de uso econ\u00f3mico - 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=2083\" \/>\n<meta property=\"og:locale\" content=\"es_ES\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Marx, peque\u00f1a gu\u00eda de uso econ\u00f3mico - UninomadaSUR\" \/>\n<meta property=\"og:description\" content=\"Michel Husson \u00bfEs razonable reivindicar a un autor cuya obra principal se public\u00f3 hace 150 a\u00f1os? 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