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término matemático de un objeto generalizado en la teoría de categorías
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Join the roomEn la teoría de categorías, el producto de dos objetos en una categoría es una noción diseñada para capturar la esencia detrás de construcciones en otras áreas de las matemáticas como el producto cartesiano de conjuntos, el producto directo de grupos o anillos, y el producto de espacios topológicos. Esencialmente, el producto de una familia de objetos es el objeto "más general" que admite un morfismo a cada uno de los objetos dados.
“But if capitalism had built up science as a productive force, the very character of the new mode of production was serving to make capitalism itself unnecessary.”
“It makes unavoidably necessary an entirely new organization of society in which production is no longer directed by mutually competing individual industrialists but rather by the whole society operating according to a definite plan and taking account of the needs of all.”
“Capitalism [is] a system of wage-labour and commodity production for sale, exchange, and profit, rather than for the immediate need of the producers.”
“The product of mental labor — science — always stands far below its value, because the labor-time necessary to reproduce it has no relation at all to the labor-time required for its original production.”
“Corporations are necessary to the effective use of the forces of production and commerce under modern conditions.”
“Production for sale in a market in which the object is to realize the maximum profit is the essential feature of a capitalist world-economy. In such a system production is constantly expanded as long as further production is profitable, and men constantly innovate new ways of producing things that will expand the profit margin.”
Quotes via Wikiquote (CC BY-SA), each with its original source.
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