Este artículo sitúa la crisis política y social francesa en el contexto
del momento histórico del capitalismo mundial, una dimensión casi
totalmente olvidada en la gran mayoría de análisis realizados sobre
Macron y el movimiento de los chalecos amarillos, a pesar de que
ayuda a explicar la gravedad de la crisis en curso. La incapacidad de la
economía mundial para reemprender la senda del crecimiento más de diez
años después del estallido de la crisis económica y financiera de
2007-2008 refleja una avería del motor de acumulación de capital a largo
plazo. Esto se produce en el marco de la financiarización y la
globalización, es decir, la realización plena del mercado mundial 1/ ,
y la globalización del capital en sus tres formas: capital productivo,
capital de mercado y capital monetario, que abrieron a partir de la
década de 1990 una fase específica de la historia del capitalismo como
una prolongación de la etapa imperialista 2/ .
Una de las características de la financiarización es la enorme brecha existente entre la tasa de crecimiento de los derechos de giro sobre el valor añadido producido y la de este último, medida por el producto interior bruto (PIB) mundial. Para apreciar su magnitud disponemos de algunos indicadores generales. En un artículo 3/ de diciembre de 2017 utilicé los del McKinsey Global Institute y del Banco de Pagos Internacionales (BPI) y en otro artículo 4/ , de noviembre de 2018, el de los bonos mundiales. Para situar mi exposición, recuerdo aquí el indicador de McKinsey, que se refiere al crecimiento en billones de dólares y en porcentaje del PIB mundial de los derechos de giro sobre la plusvalía de quienes los poseen; a saber, cuatro categorías principales de activos financieros: acciones, bonos privados, títulos de deuda pública y líneas de crédito bancarias remuneradas con intereses, estimadas a su valor de mercado (en el caso de las acciones, la capitalización bursátil en las grandes plazas financieras).
![](data:image/png;base64,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)
Desde el comienzo de la financiarización, los derechos de giro sobre la plusvalía han crecido a un ritmo impresionante: una tasa media compuesta del 9% entre 1990 y 2007 con una fuerte aceleración en 2006 y 2007 (+18%). En 2007, la ratio de activos financieros respecto al PIB mundial alcanzó el 376%. Los veinte años de crecimiento exponencial se detuvieron con la crisis financiera de septiembre de 2008. Luego, gracias en primer lugar a las inversiones en los países emergentes, y después al nuevo e intenso recurso al endeudamiento, retoma su curso ascendente, aunque solo sea con lo que McKinsey llama “tasa anémica del 1,9%”.
![](data:image/png;base64,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)
Como muestra el gráfico 2, la tasa de crecimiento del PIB mundial es anémica. Este artículo trata principalmente de ello.
Capital monetario portador de intereses y capital productivo, dos procesos de acumulación distintos
Mi punto de partida es una observación realizada por Marx en el largo pasaje del Libro III de El Capital, editado por Engels, sobre “la división del beneficio entre interés y ganancia empresarial”. Dicho pasaje incluye tres capítulos titulados “Capital monetario y capital real”. El segundo comienza con una observación casi anodina, según la cual “la transformación del dinero en capital monetario crediticio es mucho más sencilla que la metamorfosis del dinero en capital productivo” 5/ . Hoy podemos prolongarla diciendo que es fácil identificar los mecanismos que están en el origen del aumento de la masa de derechos de giro sobre la plusvalía y su elevada tasa de crecimiento, pero más difícil de explicar la lentitud del aumento de la propia plusvalía mundial.
En lo tocante a los primeros, el proceso de acumulación de capital monetario que busca revalorizarse en forma de intereses, dividendos y ganancias especulativas ha incluido, sucesiva y acumulativamente: 1) el mecanismo de reproducción continua de las deudas públicas una vez contratadas (tanto las de los países semicoloniales del Tercer Mundo como más tarde la de los países capitalistas industrializados); 2) la centralización del ahorro salarial obtenido por los sistemas de jubilación por capitalización (los fondos de pensiones); 3) la colocación financiera, por parte de los ricos y los muy ricos, de las rentas de la propiedad y del capital no consumidas y, finalmente, 4) a partir de 1985, una afluencia cada vez más masiva de los beneficios no reinvertidos de los grupos financieros de predominio industrial (producción manufacturera y servicios), lo que los economistas marxistas y los heterodoxos anglófonos denominan el atesoramiento forzado (corporate forced hoarding). La diferencia entre las dos curvas del gráfico 3 ilustra su amplitud. Más abajo se explica más extensamente su significado.
El proceso de acumulación de capital no es incorpóreo. Se materializa en diferentes formas organizativas de gestión de fondos y fortunas privadas y de administración de grupos financieros con predominio industrial en sentido amplio (grupos financieros no financieros). Su propósito es asegurar los créditos y la regularidad del pago de intereses y la distribución de tantos dividendos como sea posible a los accionistas.
El movimiento del capital generador de plusvalía en periodo prolongado
En este artículo, el movimiento del capital generador de plusvalía nos remite a un proceso más amplio que la evolución de la tasa de ganancia, en la que algunos marxistas muy productivos, en particular Michael Roberts, ponen el acento casi exclusivamente.
![](data:image/png;base64,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)
El concepto de movimiento de capital productivo se refiere a las oportunidades de inversión rentables que ocurren de manera concomitante en una variedad de industrias y sectores de infraestructuras, con inversiones que tienen fuertes efectos retroactivos y acumulativos entre ellos. En la historia del capitalismo, estos momentos se sitúan en el comienzo de lo que los marxistas llaman las ondas largas de acumulación 6/ . Han sido el resultado de importantes cambios tecnológicos (la primera y la segunda revolución industrial), acompañados de fases de expansión masiva del mercado a partir de las economías crisoles de cambio. Los impulsos externos del siglo XIX fueron tanto transoceánicos (India, Argentina, etc.) como continentales (la frontera de EE UU). En el siglo XX, las fases de expansión del mercado, que abarcaron una amplia gama de industrias y sectores, se produjeron después de las guerras mundiales (el caso de 1939-1945).
Hoy la situación es muy distinta. Desde que China se incorporó al mercado mundial, ya no queda más frontera que la suya propia hacia el interior, cuyos efectos son cada vez menos operativos, mientras que actualmente no se dan las condiciones políticas para una guerra mundial (una preparación ideológica del tipo que llevó a cabo el nazismo a partir de 1933). Hoy por hoy, el único punto de partida de una nueva onda larga pasaría por la existencia de nuevas tecnologías que por sus características exigieran inversiones elevadas, creadoras de empleo a una escala muy importante, pero también capaces de contribuir al aumento de la productividad y que permitieran el uso de equipos que incorporen esas tecnologías. Utilizando el indicador de productividad total de los factores, que se considera que incorpora en parte los efectos del progreso tecnológico (véase el recuadro), uno de los cronistas más escuchados de Bloomberg ha publicado un gráfico que plantea la cuestión de qué parte corresponde a la tecnología y cuál es el resultado del crecimiento económico. Recordando que la tasa de crecimiento de la productividad depende, por un lado, de la tasa de crecimiento económico a través de las inversiones, el autor se pregunta: ¿cuál prevalece sobre la otra?
![](data:image/png;base64,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)
En su comentario, el autor pasa de la palabra parece que emplea en el subtítulo a una posición afirmativa, cuyo fundamento teórico se halla en la economía heterodoxa de Nicholas Kaldor (1908-1986), uno de los principales sucesores de Keynes en Cambridge y gran defensor de la teoría del crecimiento neoclásica. En este punto nos topamos con el gráfico 3: un nivel de inversión inferior al de los beneficios en términos del porcentaje del PIB es la causa tanto de un aumento relativo de la masa de capital monetario que busca valorizarse en los mercados financieros como de una pérdida de mejoras de la productividad, pues estas solo pueden materializarse mediante nuevas inversiones.
La productividad
La productividad es la relación entre las cantidades producidas (o su valor añadido, VA) y los medios utilizados para obtenerlas. La productividad del trabajo puede calcularse per cápita (VA/número de trabajadores) o por hora de trabajo realizada (VA/número de horas trabajadas). Depende del aumento de la cualificación de los trabajadores y trabajadoras o de su formación (lo que les permite adaptarse más rápidamente a los cambios tecnológicos), o bien de la organización del trabajo o incluso de una mayor motivación de la mano de obra. Del mismo modo, la productividad aparente del capital mide la relación entre el VA y el capital fijo utilizado. Este indicador mide por tanto la eficacia del capital que se obtiene en un periodo de utilización más prolongado o mediante la incorporación de bienes de equipo más eficientes, a los que se pueden añadir los efectos del aprendizaje (la mano de obra mejora su eficiencia mediante el desempeño cotidiano de su actividad).
La productividad total de los factores mide la relación entre la producción expresada por el crecimiento del producto interior bruto (PIB) y el conjunto de los factores utilizados para obtenerla. Así, si durante un período dado el crecimiento medio anual del PIB es del 1,8% y el aumento del factor trabajo (número total de horas trabajadas) explica 0,2 puntos de este 1,8%, mientras que el aumento del volumen de capital explica 0,7 puntos, luego la productividad total de los factores explica el resto del crecimiento, o sea, 1,8 – 0,2 – 0,7 = 0,9 puntos, alrededor de 1 punto. La productividad total de los factores es el resto no explicado del crecimiento: la convención es que el progreso técnico lo explica en gran parte.
En un artículo 7/ de marzo de 2018, Husson escribe que “hay que volver por tanto a la definición de la productividad del trabajo: pretende medir el volumen de bienes y servicios producidos en una hora de trabajo. ¿Cómo se calcula este volumen en las contabilidades nacionales? Se suma la facturación de todas las empresas y se deducen después los consumos intermedios (los intercambios entre empresas) y así se obtiene el PIB expresado en euros, a precios corrientes o en valor. Para obtener un volumen se necesita un índice de precios.
Entonces aparecen los temibles problemas metodológicos porque la naturaleza misma de los productos cambia en el tiempo. ¿Cómo comparar, por ejemplo, un smartphone de hoy y un teléfono de cable de hace treinta años? Los precios deben ser ajustados para tener en cuenta los efectos de calidad que corresponden a estos cambios de naturaleza.”
El cronista de Bloomberg, utilizando también el indicador de la productividad global de los factores que se considera que incorpora en parte los efectos del progreso tecnológico, publica el siguiente gráfico. Su título, “A SputteringEngine of Growth” (Un renqueante motor de crecimiento), es elocuente.
El cronista de Bloomberg indica que el gráfico abarca el periodo de introducción de las tecnologías de la información y la comunicación (TIC), confirmando la llamada paradoja de Solow. En efecto, desde finales de la década de 1980, el renombrado economista estadounidense Robert Solow 8/ había constatado que “vemos ordenadores en todas partes, salvo en los indicadores de productividad”. Patrick Artus ha abundado en la cuestión recientemente: “No se entiende bien por qué, pese al desarrollo de la tecnología digital, al esfuerzo de investigación e innovación, las mejoras de la productividad disminuyen y el crecimiento a largo plazo, por tanto, se debilita; en suma, ya no sabemos analizar la situación a largo plazo de las economías” 9/ .
Las TIC han comportado una reconfiguración radical de la organización del trabajo y de segmentos enteros de la vida cotidiana. Han invadido todas las actividades y se han perfeccionado constantemente. En este sentido, al permitir captar y analizar los datos masivos, las TIC proporcionan al capital y al Estado una capacidad sin precedentes de control político y social y, por tanto, nos hallamos ante una tercera revolución industrial, tal como la llaman los teóricos neoschumpeterianos. Sin embargo, por sus características desde el punto de vista de la inversión, no puede ser portadora de una nueva onda larga en la medida en que ahorra trabajo. Las TIC son labour-saving, a menudo muy intensamente. Hoy nos hallamos de lleno en la situación pronosticada hace treinta años por Ernest Mandel en su análisis de las consecuencias de lo que en aquel entonces llamaba el robotismo, que apenas estaba en sus comienzos. La perplejidad de Artus tiene su respuesta en el hecho de que “la extensión de la automatización más allá de cierto límite conduce, inevitablemente, primero a una reducción del volumen total del valor producido, y después a una reducción del volumen de la plusvalía realizada” 10/ .
La apreciación de la situación de EE UU en los trabajos estadounidenses
En un nivel analítico muy distinto, unos trabajos sobre EE UU realizados por economistas y sociólogos estadounidenses heterodoxos, muy poco conocidos en Francia, vienen a explicar que los factores que impulsaron el crecimiento económico durante la mayor parte de la historia del país se han agotado en gran parte. El sociólogo Tyler Cowen (2011) habla de una “planicie tecnológica” y del fin de una época en que “los frutos del crecimiento eran fáciles de recolectar” y que por tanto este era rápido. En un libro que ha estado más en el centro de los debates en virtud de su importante aparato estadístico, Robert Gordon (2016) sostiene que el fuerte crecimiento de la economía estadounidense entre 1870 y 1970, interrumpido temporalmente por la Gran Depresión, pero pronto relanzado mediante la producción de armamento a partir de 1942, fue una larga fase que no puede repetirse.
Gordon recuerda que “se combinaron grandes invenciones para ofrecer a la población acceso a agua corriente, a la electricidad, al teléfono. El automóvil revolucionó el transporte. Los fulgurantes avances de la medicina alargaron la esperanza de vida. Estos cambios vinieron acompañados de un fuerte incremento de la productividad per cápita y de una tasa de crecimiento que ha durado un siglo”. Continúa diciendo que “desde la década de 1970 sigue habiendo innovaciones, pero la productividad total de los factores, que mide la parte del crecimiento asociada al progreso técnico, se debilita. La tercera revolución industrial abarca una esfera reducida –principalmente los sectores del entretenimiento y de la información-comunicación–, que no aporta más que el 7% del PIB estadounidense. No altera la vida cotidiana de las personas en la misma proporción que las innovaciones del pasado. En la oficina, el salto de la revolución digital se produjo a finales de la década de 1990, con la combinación de los ordenadores e Internet. Desde entonces, las condiciones de trabajo no han cambiado tanto: un PC, un teléfono, una conexión. Las grandes rupturas ya se han dado. De ahí que la productividad total de los factores progrese menos rápidamente”.
Para concluir, algunas palabras sobre el medio ambiente y las relaciones políticas internacionales y nacionales
El FMI anunció a finales de enero una rebaja de sus previsiones de crecimiento, que de por sí ya eran bajas. Esta revisión se debe a la situación económica en Europa y en América Latina, aunque también, en parte, a la de China. Las cifras oficiales del crecimiento chino, que apenas llegan a la mitad de las de hace diez años, han sido examinadas con lupa y de hecho parece que son inferiores al 5% anunciado. Procesos acumulativos que comportan un crecimiento muy lento marcan el movimiento de la economía mundial.
Se trata en primer lugar de las políticas de austeridad que se imponen por doquier, así como de una configuración en la que las empresas y la gran distribución han de persuadir a los hogares –cuyo poder adquisitivo está estancado– a comprar, más allá de lo indispensable para el día a día, cosas que ya poseen. Paralelamente, en las cadenas de valor mundiales 11/ , los ordenantes presionan cada vez más a los subcontratistas y a los transportistas marítimos y viarios a lo largo de toda la cadena. La curva de la acumulación de capital monetario generador de intereses (gráfico 3) refuerza el peso económico y político en todos los países de los gestores de fondos y de fortunas y de los administradores de los grupos financieros industriales y comerciales, interesados exclusivamente en la seguridad de los flujos de intereses y el reparto máximo de dividendos. Así, los procesos con efecto de contracción que dominan la economía mundial vienen acompañados de una aceleración de la dilapidación de los recursos mineros, de la deforestación y del agotamiento de los suelos. Paralelamente, el importe de las inversiones públicas que requiere toda transición ecológica es imposible de alcanzar sin que se anulen las deudas públicas, que es más que nunca una reivindicación democrática absolutamente central.
Una última palabra, para ir rápido, sobre el contenido de la vida política. Su indiferencia tanto con respecto al pasado y al legado de la civilización capitalista como a su futuro, asociada a su extrema vulgaridad, convierte a Donald Trump en el político más representativo de las clases poseedoras y dirigentes del momento histórico actual. En Davos, donde no estuvo Trump, el FMI hizo sonar la alarma sobre los riesgos políticos que amenazan al capitalismo mundial. En el plano internacional hemos entrado en una situación en la que los países y los grandes grupos se hallan enfrentados en una competencia directa, uno de cuyos instrumentos, para el reducido número de países que tienen la capacidad política para recurrir a él, es la guerra comercial, que Trump ha comenzado a utilizar.
En el plano interior de cada país, la situación mundial de juego de suma cero impide el goteo prometido por determinados gobiernos, entre ellos el de Macron, mientras que en ninguna parte los plutócratas están dispuestos a que se recorte su riqueza. Los gobiernos no cambiarán de política económica, no abandonarán las recetas neoliberales –cuyo fracaso, sin embargo, es patente, como es el caso de Francia– ni pondrán en tela de juicio los privilegios de los muy ricos. Frente al desmantelamiento de los servicios públicos (hospitales, escuelas), del sistema de pensiones de jubilación por reparto y de los seguros de enfermedad y desempleo, la precarización creciente del empleo y la dispersión y marginación geográfica de un amplio sector de la población, las personas explotadas y dominadas no pueden hacer otra cosa que rebelarse. Una larguísima fase de integración de los sindicatos en el Estado y/o en la burguesía (en los países con cogestión) les obliga a hacerlo a su manera con formas originales. Estas se verán influidas por la experiencia pasada de lucha de clases y las tradiciones políticas de cada país.
A este respecto, el movimiento de los chalecos amarillos –movimiento autónomo que, si nos atrevemos a decirlo, se ha autoorganizado espontáneamente– es profundamente francés, pero anuncia otros en otras partes, de naturaleza similar aunque diferentes en la forma. Es cierto, por otro lado, que en Europa Occidental, el Estado francés y la burguesía francesa se han adelantado, bajo el gobierno de Macron, a los de otros países en el establecimiento de un modelo de Estado neoliberal-autoritario –por utilizar el término de Ugo Palheta– que dispone de medios represivos policiales y judiciales muy desarrollados y que no hace más que reforzar. Están destinados a ser empleados contra la clase trabajadora y la juventud en sus luchas por sus derechos elementales que no tendrán más remedio que librar. La loi anti-casseur 12/ anuncia enfrentamientos muy duros.
Referencias:
Cowen, Tyler (2011) The Great Stagnation: How America Ate All the Low-Hanging Fruit of Modern History, Got Sick and Will (Eventually) Feel Better. Londres: Penguin Group.
Gordon, Robert J. (2016) The Rise and Fall of American Growth: The US Standard of Living Sincethe Civil War. Princeton: Princeton University Press.
Notas:
1/ “El mercado mundial está contenido en el concepto mismo de capital”, Karl Marx, Elementos fundamentales para la crítica de la economía política (Grundrisse), de 1857-1858.
2/ A condición de que este no se defina como la antesala del socialismo, como pretende la vulgata leninista.
3/ “Las dimensiones financieras del impasse del capitalismo”, François Chesnais. Disponible en https://vientosur.info/spip.php?article13306 .
4/ “Etats-Unis. Les vantardises de Trump. Or, une nouvellecrise financière guette”, François Chesnais. Disponible en: https://alencontre.org/ameriques/americnord/usa/etats-unis-les-vantardises-de-trump-or-une-nouvelle-crise-financiere-guette.html#more-53291
5/ Primer párrafo del capítulo XXXI.
6/ Por oposición a los ciclos largos, que suponen cierta regularidad y sobre todo la presencia de un mecanismo endógeno de recuperación del tipo que Marx atribuyó en el volumen II de El Capital a los ciclos decenales que se repiten de manera bastante regular mediante la sustitución de la maquinaria. El Capital se escribió en plena revolución industrial. Los cambios tecnológicos son un motor de la acumulación. La teoría correspondiente se desarrolla en particular en los capítulos sobre la plusvalía relativa, cuyo hilo conductor es el aumento de la productividad del trabajo. La noción de ciclos largos la forjó Trotsky en la década de 1920, tanto con motivo de los debates sobre el periodo en la III Internacional como en un marco académico ruso con Kondratieff. La teoría de los ciclos largos la defendieron posteriormente Schumpeter y su escuela. Ernest Mandel acusó su influencia durante un tiempo. En el capítulo IV de su libro El capitalismo tardío exhibe una definición cíclica de las ondas largas e introduce una disimetría pluricausal entre la fase depresiva y la fase expansiva.
7/ “Pensar y medir el estancamiento secular”, Michel Husson. Disponible en https://vientosur.info/spip.php?article13626 .
8/ https://es.wikipedia.org/wiki/Paradoja_de_la_productividad .
9/ Citado por Michel Husson en su artículo de marzo de 2018, “Pensar y medir el estancamiento secular”, https://vientosur.info/spip.php?article13626 .
10/ Ernest Mandel, Introducción al Libro III en la edición en inglés de El Capital: Karl Marx, Capital, Libro III (Penguin, 1981), p. 78. He llamado la atención sobre la importancia de este texto en el artículo “¿Ha topado el capitalismo con límites infranqueables?”, disponible en https://www.vientosur.info/spip.php?article12231 .
11/ Hice una presentación de las mismas en el artículo de febrero de 2018: “Las dimensiones financieras del impasse del capitalismo”, https://vientosur.info/spip.php?article13306 .
12/ Equivalente en Francia de la ley mordaza española (ndt).
François Chesnais es economista y autor de una larga relación de obras y artículos sobre el capitalismo financiarizado,
Artículo original en francés: http://alencontre.org/economie/de-nouveau-sur-limpasse-economique-historique-du-capitalisme-mondial.html
Traducción: viento sur
Fuente: https://vientosur.info/spip.php?article14913
Una de las características de la financiarización es la enorme brecha existente entre la tasa de crecimiento de los derechos de giro sobre el valor añadido producido y la de este último, medida por el producto interior bruto (PIB) mundial. Para apreciar su magnitud disponemos de algunos indicadores generales. En un artículo 3/ de diciembre de 2017 utilicé los del McKinsey Global Institute y del Banco de Pagos Internacionales (BPI) y en otro artículo 4/ , de noviembre de 2018, el de los bonos mundiales. Para situar mi exposición, recuerdo aquí el indicador de McKinsey, que se refiere al crecimiento en billones de dólares y en porcentaje del PIB mundial de los derechos de giro sobre la plusvalía de quienes los poseen; a saber, cuatro categorías principales de activos financieros: acciones, bonos privados, títulos de deuda pública y líneas de crédito bancarias remuneradas con intereses, estimadas a su valor de mercado (en el caso de las acciones, la capitalización bursátil en las grandes plazas financieras).
Desde el comienzo de la financiarización, los derechos de giro sobre la plusvalía han crecido a un ritmo impresionante: una tasa media compuesta del 9% entre 1990 y 2007 con una fuerte aceleración en 2006 y 2007 (+18%). En 2007, la ratio de activos financieros respecto al PIB mundial alcanzó el 376%. Los veinte años de crecimiento exponencial se detuvieron con la crisis financiera de septiembre de 2008. Luego, gracias en primer lugar a las inversiones en los países emergentes, y después al nuevo e intenso recurso al endeudamiento, retoma su curso ascendente, aunque solo sea con lo que McKinsey llama “tasa anémica del 1,9%”.
Como muestra el gráfico 2, la tasa de crecimiento del PIB mundial es anémica. Este artículo trata principalmente de ello.
Capital monetario portador de intereses y capital productivo, dos procesos de acumulación distintos
Mi punto de partida es una observación realizada por Marx en el largo pasaje del Libro III de El Capital, editado por Engels, sobre “la división del beneficio entre interés y ganancia empresarial”. Dicho pasaje incluye tres capítulos titulados “Capital monetario y capital real”. El segundo comienza con una observación casi anodina, según la cual “la transformación del dinero en capital monetario crediticio es mucho más sencilla que la metamorfosis del dinero en capital productivo” 5/ . Hoy podemos prolongarla diciendo que es fácil identificar los mecanismos que están en el origen del aumento de la masa de derechos de giro sobre la plusvalía y su elevada tasa de crecimiento, pero más difícil de explicar la lentitud del aumento de la propia plusvalía mundial.
En lo tocante a los primeros, el proceso de acumulación de capital monetario que busca revalorizarse en forma de intereses, dividendos y ganancias especulativas ha incluido, sucesiva y acumulativamente: 1) el mecanismo de reproducción continua de las deudas públicas una vez contratadas (tanto las de los países semicoloniales del Tercer Mundo como más tarde la de los países capitalistas industrializados); 2) la centralización del ahorro salarial obtenido por los sistemas de jubilación por capitalización (los fondos de pensiones); 3) la colocación financiera, por parte de los ricos y los muy ricos, de las rentas de la propiedad y del capital no consumidas y, finalmente, 4) a partir de 1985, una afluencia cada vez más masiva de los beneficios no reinvertidos de los grupos financieros de predominio industrial (producción manufacturera y servicios), lo que los economistas marxistas y los heterodoxos anglófonos denominan el atesoramiento forzado (corporate forced hoarding). La diferencia entre las dos curvas del gráfico 3 ilustra su amplitud. Más abajo se explica más extensamente su significado.
El proceso de acumulación de capital no es incorpóreo. Se materializa en diferentes formas organizativas de gestión de fondos y fortunas privadas y de administración de grupos financieros con predominio industrial en sentido amplio (grupos financieros no financieros). Su propósito es asegurar los créditos y la regularidad del pago de intereses y la distribución de tantos dividendos como sea posible a los accionistas.
El movimiento del capital generador de plusvalía en periodo prolongado
En este artículo, el movimiento del capital generador de plusvalía nos remite a un proceso más amplio que la evolución de la tasa de ganancia, en la que algunos marxistas muy productivos, en particular Michael Roberts, ponen el acento casi exclusivamente.
El concepto de movimiento de capital productivo se refiere a las oportunidades de inversión rentables que ocurren de manera concomitante en una variedad de industrias y sectores de infraestructuras, con inversiones que tienen fuertes efectos retroactivos y acumulativos entre ellos. En la historia del capitalismo, estos momentos se sitúan en el comienzo de lo que los marxistas llaman las ondas largas de acumulación 6/ . Han sido el resultado de importantes cambios tecnológicos (la primera y la segunda revolución industrial), acompañados de fases de expansión masiva del mercado a partir de las economías crisoles de cambio. Los impulsos externos del siglo XIX fueron tanto transoceánicos (India, Argentina, etc.) como continentales (la frontera de EE UU). En el siglo XX, las fases de expansión del mercado, que abarcaron una amplia gama de industrias y sectores, se produjeron después de las guerras mundiales (el caso de 1939-1945).
Hoy la situación es muy distinta. Desde que China se incorporó al mercado mundial, ya no queda más frontera que la suya propia hacia el interior, cuyos efectos son cada vez menos operativos, mientras que actualmente no se dan las condiciones políticas para una guerra mundial (una preparación ideológica del tipo que llevó a cabo el nazismo a partir de 1933). Hoy por hoy, el único punto de partida de una nueva onda larga pasaría por la existencia de nuevas tecnologías que por sus características exigieran inversiones elevadas, creadoras de empleo a una escala muy importante, pero también capaces de contribuir al aumento de la productividad y que permitieran el uso de equipos que incorporen esas tecnologías. Utilizando el indicador de productividad total de los factores, que se considera que incorpora en parte los efectos del progreso tecnológico (véase el recuadro), uno de los cronistas más escuchados de Bloomberg ha publicado un gráfico que plantea la cuestión de qué parte corresponde a la tecnología y cuál es el resultado del crecimiento económico. Recordando que la tasa de crecimiento de la productividad depende, por un lado, de la tasa de crecimiento económico a través de las inversiones, el autor se pregunta: ¿cuál prevalece sobre la otra?
En su comentario, el autor pasa de la palabra parece que emplea en el subtítulo a una posición afirmativa, cuyo fundamento teórico se halla en la economía heterodoxa de Nicholas Kaldor (1908-1986), uno de los principales sucesores de Keynes en Cambridge y gran defensor de la teoría del crecimiento neoclásica. En este punto nos topamos con el gráfico 3: un nivel de inversión inferior al de los beneficios en términos del porcentaje del PIB es la causa tanto de un aumento relativo de la masa de capital monetario que busca valorizarse en los mercados financieros como de una pérdida de mejoras de la productividad, pues estas solo pueden materializarse mediante nuevas inversiones.
La productividad
La productividad es la relación entre las cantidades producidas (o su valor añadido, VA) y los medios utilizados para obtenerlas. La productividad del trabajo puede calcularse per cápita (VA/número de trabajadores) o por hora de trabajo realizada (VA/número de horas trabajadas). Depende del aumento de la cualificación de los trabajadores y trabajadoras o de su formación (lo que les permite adaptarse más rápidamente a los cambios tecnológicos), o bien de la organización del trabajo o incluso de una mayor motivación de la mano de obra. Del mismo modo, la productividad aparente del capital mide la relación entre el VA y el capital fijo utilizado. Este indicador mide por tanto la eficacia del capital que se obtiene en un periodo de utilización más prolongado o mediante la incorporación de bienes de equipo más eficientes, a los que se pueden añadir los efectos del aprendizaje (la mano de obra mejora su eficiencia mediante el desempeño cotidiano de su actividad).
La productividad total de los factores mide la relación entre la producción expresada por el crecimiento del producto interior bruto (PIB) y el conjunto de los factores utilizados para obtenerla. Así, si durante un período dado el crecimiento medio anual del PIB es del 1,8% y el aumento del factor trabajo (número total de horas trabajadas) explica 0,2 puntos de este 1,8%, mientras que el aumento del volumen de capital explica 0,7 puntos, luego la productividad total de los factores explica el resto del crecimiento, o sea, 1,8 – 0,2 – 0,7 = 0,9 puntos, alrededor de 1 punto. La productividad total de los factores es el resto no explicado del crecimiento: la convención es que el progreso técnico lo explica en gran parte.
En un artículo 7/ de marzo de 2018, Husson escribe que “hay que volver por tanto a la definición de la productividad del trabajo: pretende medir el volumen de bienes y servicios producidos en una hora de trabajo. ¿Cómo se calcula este volumen en las contabilidades nacionales? Se suma la facturación de todas las empresas y se deducen después los consumos intermedios (los intercambios entre empresas) y así se obtiene el PIB expresado en euros, a precios corrientes o en valor. Para obtener un volumen se necesita un índice de precios.
Entonces aparecen los temibles problemas metodológicos porque la naturaleza misma de los productos cambia en el tiempo. ¿Cómo comparar, por ejemplo, un smartphone de hoy y un teléfono de cable de hace treinta años? Los precios deben ser ajustados para tener en cuenta los efectos de calidad que corresponden a estos cambios de naturaleza.”
El cronista de Bloomberg, utilizando también el indicador de la productividad global de los factores que se considera que incorpora en parte los efectos del progreso tecnológico, publica el siguiente gráfico. Su título, “A SputteringEngine of Growth” (Un renqueante motor de crecimiento), es elocuente.
El cronista de Bloomberg indica que el gráfico abarca el periodo de introducción de las tecnologías de la información y la comunicación (TIC), confirmando la llamada paradoja de Solow. En efecto, desde finales de la década de 1980, el renombrado economista estadounidense Robert Solow 8/ había constatado que “vemos ordenadores en todas partes, salvo en los indicadores de productividad”. Patrick Artus ha abundado en la cuestión recientemente: “No se entiende bien por qué, pese al desarrollo de la tecnología digital, al esfuerzo de investigación e innovación, las mejoras de la productividad disminuyen y el crecimiento a largo plazo, por tanto, se debilita; en suma, ya no sabemos analizar la situación a largo plazo de las economías” 9/ .
Las TIC han comportado una reconfiguración radical de la organización del trabajo y de segmentos enteros de la vida cotidiana. Han invadido todas las actividades y se han perfeccionado constantemente. En este sentido, al permitir captar y analizar los datos masivos, las TIC proporcionan al capital y al Estado una capacidad sin precedentes de control político y social y, por tanto, nos hallamos ante una tercera revolución industrial, tal como la llaman los teóricos neoschumpeterianos. Sin embargo, por sus características desde el punto de vista de la inversión, no puede ser portadora de una nueva onda larga en la medida en que ahorra trabajo. Las TIC son labour-saving, a menudo muy intensamente. Hoy nos hallamos de lleno en la situación pronosticada hace treinta años por Ernest Mandel en su análisis de las consecuencias de lo que en aquel entonces llamaba el robotismo, que apenas estaba en sus comienzos. La perplejidad de Artus tiene su respuesta en el hecho de que “la extensión de la automatización más allá de cierto límite conduce, inevitablemente, primero a una reducción del volumen total del valor producido, y después a una reducción del volumen de la plusvalía realizada” 10/ .
La apreciación de la situación de EE UU en los trabajos estadounidenses
En un nivel analítico muy distinto, unos trabajos sobre EE UU realizados por economistas y sociólogos estadounidenses heterodoxos, muy poco conocidos en Francia, vienen a explicar que los factores que impulsaron el crecimiento económico durante la mayor parte de la historia del país se han agotado en gran parte. El sociólogo Tyler Cowen (2011) habla de una “planicie tecnológica” y del fin de una época en que “los frutos del crecimiento eran fáciles de recolectar” y que por tanto este era rápido. En un libro que ha estado más en el centro de los debates en virtud de su importante aparato estadístico, Robert Gordon (2016) sostiene que el fuerte crecimiento de la economía estadounidense entre 1870 y 1970, interrumpido temporalmente por la Gran Depresión, pero pronto relanzado mediante la producción de armamento a partir de 1942, fue una larga fase que no puede repetirse.
Gordon recuerda que “se combinaron grandes invenciones para ofrecer a la población acceso a agua corriente, a la electricidad, al teléfono. El automóvil revolucionó el transporte. Los fulgurantes avances de la medicina alargaron la esperanza de vida. Estos cambios vinieron acompañados de un fuerte incremento de la productividad per cápita y de una tasa de crecimiento que ha durado un siglo”. Continúa diciendo que “desde la década de 1970 sigue habiendo innovaciones, pero la productividad total de los factores, que mide la parte del crecimiento asociada al progreso técnico, se debilita. La tercera revolución industrial abarca una esfera reducida –principalmente los sectores del entretenimiento y de la información-comunicación–, que no aporta más que el 7% del PIB estadounidense. No altera la vida cotidiana de las personas en la misma proporción que las innovaciones del pasado. En la oficina, el salto de la revolución digital se produjo a finales de la década de 1990, con la combinación de los ordenadores e Internet. Desde entonces, las condiciones de trabajo no han cambiado tanto: un PC, un teléfono, una conexión. Las grandes rupturas ya se han dado. De ahí que la productividad total de los factores progrese menos rápidamente”.
Para concluir, algunas palabras sobre el medio ambiente y las relaciones políticas internacionales y nacionales
El FMI anunció a finales de enero una rebaja de sus previsiones de crecimiento, que de por sí ya eran bajas. Esta revisión se debe a la situación económica en Europa y en América Latina, aunque también, en parte, a la de China. Las cifras oficiales del crecimiento chino, que apenas llegan a la mitad de las de hace diez años, han sido examinadas con lupa y de hecho parece que son inferiores al 5% anunciado. Procesos acumulativos que comportan un crecimiento muy lento marcan el movimiento de la economía mundial.
Se trata en primer lugar de las políticas de austeridad que se imponen por doquier, así como de una configuración en la que las empresas y la gran distribución han de persuadir a los hogares –cuyo poder adquisitivo está estancado– a comprar, más allá de lo indispensable para el día a día, cosas que ya poseen. Paralelamente, en las cadenas de valor mundiales 11/ , los ordenantes presionan cada vez más a los subcontratistas y a los transportistas marítimos y viarios a lo largo de toda la cadena. La curva de la acumulación de capital monetario generador de intereses (gráfico 3) refuerza el peso económico y político en todos los países de los gestores de fondos y de fortunas y de los administradores de los grupos financieros industriales y comerciales, interesados exclusivamente en la seguridad de los flujos de intereses y el reparto máximo de dividendos. Así, los procesos con efecto de contracción que dominan la economía mundial vienen acompañados de una aceleración de la dilapidación de los recursos mineros, de la deforestación y del agotamiento de los suelos. Paralelamente, el importe de las inversiones públicas que requiere toda transición ecológica es imposible de alcanzar sin que se anulen las deudas públicas, que es más que nunca una reivindicación democrática absolutamente central.
Una última palabra, para ir rápido, sobre el contenido de la vida política. Su indiferencia tanto con respecto al pasado y al legado de la civilización capitalista como a su futuro, asociada a su extrema vulgaridad, convierte a Donald Trump en el político más representativo de las clases poseedoras y dirigentes del momento histórico actual. En Davos, donde no estuvo Trump, el FMI hizo sonar la alarma sobre los riesgos políticos que amenazan al capitalismo mundial. En el plano internacional hemos entrado en una situación en la que los países y los grandes grupos se hallan enfrentados en una competencia directa, uno de cuyos instrumentos, para el reducido número de países que tienen la capacidad política para recurrir a él, es la guerra comercial, que Trump ha comenzado a utilizar.
En el plano interior de cada país, la situación mundial de juego de suma cero impide el goteo prometido por determinados gobiernos, entre ellos el de Macron, mientras que en ninguna parte los plutócratas están dispuestos a que se recorte su riqueza. Los gobiernos no cambiarán de política económica, no abandonarán las recetas neoliberales –cuyo fracaso, sin embargo, es patente, como es el caso de Francia– ni pondrán en tela de juicio los privilegios de los muy ricos. Frente al desmantelamiento de los servicios públicos (hospitales, escuelas), del sistema de pensiones de jubilación por reparto y de los seguros de enfermedad y desempleo, la precarización creciente del empleo y la dispersión y marginación geográfica de un amplio sector de la población, las personas explotadas y dominadas no pueden hacer otra cosa que rebelarse. Una larguísima fase de integración de los sindicatos en el Estado y/o en la burguesía (en los países con cogestión) les obliga a hacerlo a su manera con formas originales. Estas se verán influidas por la experiencia pasada de lucha de clases y las tradiciones políticas de cada país.
A este respecto, el movimiento de los chalecos amarillos –movimiento autónomo que, si nos atrevemos a decirlo, se ha autoorganizado espontáneamente– es profundamente francés, pero anuncia otros en otras partes, de naturaleza similar aunque diferentes en la forma. Es cierto, por otro lado, que en Europa Occidental, el Estado francés y la burguesía francesa se han adelantado, bajo el gobierno de Macron, a los de otros países en el establecimiento de un modelo de Estado neoliberal-autoritario –por utilizar el término de Ugo Palheta– que dispone de medios represivos policiales y judiciales muy desarrollados y que no hace más que reforzar. Están destinados a ser empleados contra la clase trabajadora y la juventud en sus luchas por sus derechos elementales que no tendrán más remedio que librar. La loi anti-casseur 12/ anuncia enfrentamientos muy duros.
Referencias:
Cowen, Tyler (2011) The Great Stagnation: How America Ate All the Low-Hanging Fruit of Modern History, Got Sick and Will (Eventually) Feel Better. Londres: Penguin Group.
Gordon, Robert J. (2016) The Rise and Fall of American Growth: The US Standard of Living Sincethe Civil War. Princeton: Princeton University Press.
Notas:
1/ “El mercado mundial está contenido en el concepto mismo de capital”, Karl Marx, Elementos fundamentales para la crítica de la economía política (Grundrisse), de 1857-1858.
2/ A condición de que este no se defina como la antesala del socialismo, como pretende la vulgata leninista.
3/ “Las dimensiones financieras del impasse del capitalismo”, François Chesnais. Disponible en https://vientosur.info/spip.php?article13306 .
4/ “Etats-Unis. Les vantardises de Trump. Or, une nouvellecrise financière guette”, François Chesnais. Disponible en: https://alencontre.org/ameriques/americnord/usa/etats-unis-les-vantardises-de-trump-or-une-nouvelle-crise-financiere-guette.html#more-53291
5/ Primer párrafo del capítulo XXXI.
6/ Por oposición a los ciclos largos, que suponen cierta regularidad y sobre todo la presencia de un mecanismo endógeno de recuperación del tipo que Marx atribuyó en el volumen II de El Capital a los ciclos decenales que se repiten de manera bastante regular mediante la sustitución de la maquinaria. El Capital se escribió en plena revolución industrial. Los cambios tecnológicos son un motor de la acumulación. La teoría correspondiente se desarrolla en particular en los capítulos sobre la plusvalía relativa, cuyo hilo conductor es el aumento de la productividad del trabajo. La noción de ciclos largos la forjó Trotsky en la década de 1920, tanto con motivo de los debates sobre el periodo en la III Internacional como en un marco académico ruso con Kondratieff. La teoría de los ciclos largos la defendieron posteriormente Schumpeter y su escuela. Ernest Mandel acusó su influencia durante un tiempo. En el capítulo IV de su libro El capitalismo tardío exhibe una definición cíclica de las ondas largas e introduce una disimetría pluricausal entre la fase depresiva y la fase expansiva.
7/ “Pensar y medir el estancamiento secular”, Michel Husson. Disponible en https://vientosur.info/spip.php?article13626 .
8/ https://es.wikipedia.org/wiki/Paradoja_de_la_productividad .
9/ Citado por Michel Husson en su artículo de marzo de 2018, “Pensar y medir el estancamiento secular”, https://vientosur.info/spip.php?article13626 .
10/ Ernest Mandel, Introducción al Libro III en la edición en inglés de El Capital: Karl Marx, Capital, Libro III (Penguin, 1981), p. 78. He llamado la atención sobre la importancia de este texto en el artículo “¿Ha topado el capitalismo con límites infranqueables?”, disponible en https://www.vientosur.info/spip.php?article12231 .
11/ Hice una presentación de las mismas en el artículo de febrero de 2018: “Las dimensiones financieras del impasse del capitalismo”, https://vientosur.info/spip.php?article13306 .
12/ Equivalente en Francia de la ley mordaza española (ndt).
François Chesnais es economista y autor de una larga relación de obras y artículos sobre el capitalismo financiarizado,
Artículo original en francés: http://alencontre.org/economie/de-nouveau-sur-limpasse-economique-historique-du-capitalisme-mondial.html
Traducción: viento sur
Fuente: https://vientosur.info/spip.php?article14913
No hay comentarios.:
Publicar un comentario