Algebraic representation
In mathematics, an algebraic representation of a group G on a k-algebra A is a linear representation such that, for each g in G, is an algebra automorphism. Equipped with such a representation, the algebra A is then called a G-algebra. For example, if V is a linear representation of a group G, then the representation put on the tensor algebra is an algebraic representation of G. If A is a commutative G-algebra, then is an affine G-scheme.
Link from a Wikipage to another Wikipage
differentFrom
primaryTopic
Algebraic representation
In mathematics, an algebraic representation of a group G on a k-algebra A is a linear representation such that, for each g in G, is an algebra automorphism. Equipped with such a representation, the algebra A is then called a G-algebra. For example, if V is a linear representation of a group G, then the representation put on the tensor algebra is an algebraic representation of G. If A is a commutative G-algebra, then is an affine G-scheme.
has abstract
In mathematics, an algebraic r ...... a, then is an affine G-scheme.
@en
Wikipage page ID
56,608,952
page length (characters) of wiki page
Wikipage revision ID
986,402,624
Link from a Wikipage to another Wikipage
wikiPageUsesTemplate
type
comment
In mathematics, an algebraic r ...... a, then is an affine G-scheme.
@en
label
Algebraic representation
@en