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2010-02-12 21:01:44 - revision [ Version = 5 --> (current) ] by bci1 In a narrow sense, a \emph{categorical algebra} is an associative algebra, defined for any locally finite category and a commutative ring with unity. This notion may be considered as a generalization of both the concept of group algebra and that of an incidence algebra, much as the concept of category generalizes the notions of group and partially ordered set.

diff	2010-02-12 20:55:46 - revision [ Version = 4 --> Version 5 ] by bci1 directly

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diff	2009-02-14 03:04:17 - revision [ Version = 2 --> Version 3 ] by bci1 \subsection{Extensions of Categorical Algebra}

diff	2009-01-31 20:22:04 - revision [ Version = 1 --> Version 2 ] by bci1 AlgebraicCategoryOfLMnLogicAlgebras