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Álgebra universal

De Wikipedia, la enciclopedia libre

El Álgebra Universal es el sector de la matemática que estudia las ideas comunes a todas las estructuras algebraicas. [1]

Desde el punto de vista del álgebra universal, un álgebra (o álgebra abstracta) es un conjunto A dotado de una serie de operaciones que actúan sobre A. Una operación n-aria sobre A es una función que acepta n elementos de A y retorna un solo elemento de A.[2]

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Transcription

Referencias

  1. Juan Climent Vidal: Lógica ecuacional. 24 febrero 2.008 Consultado: 05/06/2.012
  2. Hazan, Simone (2.004). «El panorama del álgebra universal» (pdf). Miscelanea Matemática (México) (40): 1-9. ISSN 1665-5478. Consultado el 25/05/2.012. 
Esta página se editó por última vez el 18 nov 2019 a las 13:15.
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