<--- Back to Details
First PageDocument Content
Limit / Adjoint functors / Functor / Universal property / Yoneda lemma / Kan extension / Cone / Natural transformation / Equivalence of categories / Category theory / Mathematics / Abstract algebra
Date: 2011-07-02 19:47:23
Limit
Adjoint functors
Functor
Universal property
Yoneda lemma
Kan extension
Cone
Natural transformation
Equivalence of categories
Category theory
Mathematics
Abstract algebra

Add to Reading List

Source URL: www.mathematik.tu-darmstadt.de

Download Document from Source Website

File Size: 392,06 KB

Share Document on Facebook

Similar Documents

Algebra / Mathematics / Abstract algebra / Functors / Category theory / Adjoint functors / Equivalence of categories / Homological algebra / Limit / Additive categories / Sheaf / Natural transformation

ON CROSSED PRODUCT RINGS WITH TWISTED INVOLUTIONS, THEIR MODULE CATEGORIES AND L-THEORY arXiv:0710.2282v2 [math.KT] 15 Oct 2007

DocID: 1rnm6 - View Document

Homotopy theory / Mathematics / Topology / Abstract algebra / Model category / Simplicial set / Simplicial presheaf / Quillen adjunction / Weak equivalence / Homotopy category / Fibration / Nerve

SIMPLICIAL STRUCTURES ON MODEL CATEGORIES AND FUNCTORS By CHARLES REZK, STEFAN SCHWEDE, and BROOKE SHIPLEY Abstract. We produce a highly structured way of associating a simplicial category to a model category which impr

DocID: 1rmLw - View Document

Algebra / Mathematics / Category theory / Monoidal categories / Abstract algebra / Algebraic topology / Operad theory / Adjoint functors / Monoidal functor / Functor / PRO / Equivalence of categories

879 Documenta Math. Rectification of Algebras and Modules Vladimir Hinich

DocID: 1rdIB - View Document

Cognitive science / Cognition / Mathematics / Computing / Knowledge representation / Category theory / Equivalence of categories / Geographic information system / Spatial database / Object / Data model / Spatialtemporal reasoning

Towards Maintaining Consistency of Spatial Databases Alia I. Abdelmoty and Chris B. Jones Dept. of Computer Studies, University of Glamorgan, Pontypridd, Mid Glamorgan, CF37 1DL, Wales, U.K. email: aiabdel,cbjones@glam.a

DocID: 1r1om - View Document

Algebra / Abstract algebra / Mathematics / Category theory / Homological algebra / Homotopy theory / Algebraic topology / Cohomology theories / Pullback / Adjoint functors / Model category / Equivalence of categories

Algebraic models for rational equivariant stable homotopy theory (joint work with John Greenlees) Conjecture.(Greenlees) For any compact Lie group G there is an abelian category A(G) such that

DocID: 1qSCX - View Document