lean2/library/algebra/category/category.md

algebra.category
================

Algebraic structures.

* [basic](basic.lean) : definition of fully and partially bundled categories
* [morphism](morphism.lean) : isos, retracts, sections, monos, epis
* [functor](functor.lean) : functors, category of (smaller) categories
* [natural_transformation](natural_transformation.lean)
* [constructions](constructions.lean) : constructions of basic examples and constructions of categories: opposite, type, discrete, product, functor, slice and arrow categories

The following files hardly have any content so far.

* [limit](limit.lean) : limits and colimits
* [adjoint](adjoint.lean) : adjoint functors
* [yoneda](yoneda.lean) : Yoneda embedding and Yoneda lemma
feat(*.md): create markdown files for HoTT library, update ones in standard library 2015-03-05 02:06:39 +00:00			`algebra.category`
			`================`
doc(algebra): update markdown files 2014-11-07 03:17:08 +00:00
			`Algebraic structures.`

			`* [basic](basic.lean) : definition of fully and partially bundled categories`
			`* [morphism](morphism.lean) : isos, retracts, sections, monos, epis`
			`* [functor](functor.lean) : functors, category of (smaller) categories`
			`* [natural_transformation](natural_transformation.lean)`
			`* [constructions](constructions.lean) : constructions of basic examples and constructions of categories: opposite, type, discrete, product, functor, slice and arrow categories`

			`The following files hardly have any content so far.`

			`* [limit](limit.lean) : limits and colimits`
			`* [adjoint](adjoint.lean) : adjoint functors`
			`* [yoneda](yoneda.lean) : Yoneda embedding and Yoneda lemma`