PlanetMath: equivariant

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equivariant

(Definition)

Let be a group, and and left (resp. right) homogeneous spaces of . Then a map $f:X\to Y$ is called equivariant if (resp. ) for all $g\in G$ .

"equivariant" is owned by bwebste.

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Cross-references: map, homogeneous spaces, right, group
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This is version 1 of equivariant, born on 2003-09-07.
Object id is 4709, canonical name is Equivariant.
Accessed 2589 times total.

Classification:

20A05 (Group theory and generalizations :: Foundations :: Axiomatics and elementary properties)

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