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Summary Of: Topos theory

Topos theory in a nutshell...

Encyclodia Page On: Topos theory

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Literary topos | Inventio | mathematics | category | sheaves | sets | topological space | Background and genesis of topos theory | Alexander Grothendieck | scheme | Giraud | left adjoint | Grothendieck site | presheaf | generators | colimits | fiber products | fiber product | scheme | étale | Nisnevich | pathological | Pierre Deligne | ringed spaces | abelian category | Deligne-Mumford stacks | Michael Artin | Barry Mazur | pro-simplicial set | inverse system | inverse system | pro-finite | set theory | functions | category theory | axiom of choice | Constructivists | law of excluded middle | group | G-sets | algebraic theory | groups | functors | category | limits | colimits | subobject classifier | exponential object | cartesian closed | cartesian closed category | elementary | subset | subgroup | group | subalgebra | algebraic structure | second-order | preorder | image | range | graphs | homomorphisms | Yoneda Lemma | | | subobject classifier | monic | small category | functor category | functors | natural transformations | equivalent | Yoneda Lemma | | Category theory portal | Background and genesis of topos theory | Category Theory | Intuitionistic type theory | John Baez | F. William Lawvere | Grothendieck | Verdier | SGA4 | Saunders Mac Lane | PlanetMath | Categories | Topos theory | Sheaf theory | Greek loanwords |
This article is licensed under the GNU Free Documentation License. It uses material from the Wikipedia article "Topos theory".