procesamiento de datos

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procesamiento de datos by Mind Map: procesamiento de datos

1. El procesamiento de datos es, en general, "la acumulación y manipulación de elementos de datos para producir información significativa." El procesamiento de datos trata de un subconjunto del procesamiento de la información, "el cambio (procesamiento) de la información de cualquier manera detectable por un observador. El procesamiento de datos es distinto del procesamiento de textos , pues este último manipula textos nada mas en lugar de los dato

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