Physics Library
 An open source physics library
Encyclopedia | Forums | Docs | Random  

algebraic categories and representations of classes of algebras

(Topic)

Rendering is already in progress or could not be completed. Please try again shortly.

"algebraic categories and representations of classes of algebras" is owned by bci1.
(view preamble)
View style:
See Also: complex categorical dynamics

Also defines:  functorial representations, categorical group representation, monad, monad functor, algebraic category, representations, T-algebra, algebraic and group representations, class of algebra, Eilenberg-Moore category of algebras, convolution C*-algebra groupoid representations, algebroid representations, double groupoid representations, double algebroid representations, quantum algebroid
Keywords:  representations of classes of algebras, monad, monad functor, algebraic category, representations, T-algebra, algebraic and group representations, class of algebra, Eilenberg-Moore category of algebras, convolution C*-algebra groupoid representations, algebroid representations, double groupoid representations, double algebroid representations, quantum algebroid, monads, adjoint pairs, monadic functors, Eilenberg-Moore category of algebras, adjointness and natural transformations, category equivalence

Cross-references: representable functors, groupoid representations, group representations, unit, monadic, category of C*-algebras, groupoid homomorphisms, natural transformations, functors, category, groupoid category, algebraic, HDA, higher dimensional algebra, categorical algebras, groupoid, types
There are 193 references to this object.

This is version 7 of algebraic categories and representations of classes of algebras, born on 2009-01-24, modified 2009-04-17.
Object id is 422, canonical name is AlgebraicCategoriesAndRepresentationsOfClassesOfAlgebras.
Accessed 12306 times total.

Classification:
Physics Classification: 02. (Mathematical methods in physics)

Pending Errata and Addenda

None.

Discussion

No messages.

Interact