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Month: March 2012

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Circuitoids, a Generalization of Categories

By Victor Porton
On March 13, 2012

Circuitoids are a generalization of a category where each morphisms has an arbitrary (possibly infinite) number of arguments. Two morphisms are not required to have the same number of arguments. See this manuscript where I first define circuitoids. I haven’t (yet) defined…

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  • SCIENCE
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  • Algebraic General Topology
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  • Axiomatic Theory of Formulas
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  • Limit of a Discontinuous Function
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