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comma category (plural comma categories)

  1. (category theory) A category built out of a pair of functors that have the same codomain.
    Given a pair of functors   and  , objects of the comma category   are arrows   parametrized by triples (A, B, h), and given morphisms   and  , then a morphism of the said comma category is a commuting square parametrized by the pair (f, g) and spanning the area from h to   and from   to  .

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