2015-10-27 23:02:42 +00:00
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algebra.category.limits
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=======================
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* [limits](limits.hlean) : Limits in a category, defined as terminal object in the cone category
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* [colimits](colimits.hlean) : Colimits in a category, defined as the limit of the opposite functor
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* [functor_preserve](functor_preserve.hlean) : Functors which preserve limits and colimits
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* [adjoint](adjoint.hlean) : the (co)limit functor is adjoint to the diagonal map
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2016-02-23 18:00:16 +00:00
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* [set](set.hlean) : set is a complete and cocomplete category
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* [functor](functor.hlean) : if `D` has (co)limits of a certain shape, then so has `D ^ C`
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