functor वाक्य
उदाहरण वाक्य
मोबाइल
- The idea of an adjoint functor was formulated by Daniel Kan in 1958.
- This functor is left adjoint to the forgetful functor from groups to sets.
- This functor is left adjoint to the forgetful functor from groups to sets.
- This functor has a left adjoint which is the integral group ring construction.
- Such a functor is necessarily injective on objects up-to-isomorphism.
- A full and faithful functor is necessarily injective on objects up to isomorphism.
- This construction makes simplicial homology a functor from simplicial complexes to abelian groups.
- The two variants are related by an adjoint functor.
- The direct image functor is left exact, but usually not right exact.
- A functor into \ widehat { C } is sometimes called a profunctor.
- This leads to the definition of the Ext functor and the Tor functor.
- This leads to the definition of the Ext functor and the Tor functor.
- A cyclic set is a contravariant functor from the cyclic category to sets.
- Identity of composition of functors is identity functor.
- A particular case of this happens when a continuous functor admits a left adjoint.
- More generally, any type of limit is right adjoint to a diagonal functor.
- Recall that we could also express a sheaf as a special kind of functor.
- The forgetful functor is very simple : it just ignores all of the operations.
- Then let F be the free group functor.
- Swan's theorem asserts that the functor ? is an equivalence of categories.
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