equivariant

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subject:: Equivariant Machine Learning parent:: Main Topic 1 theme:: math notes

Equivariant

Let $G$ be a group acting on $X$ and $Y$. Then $H:X\to Y$ is equivariant if $H(g\circ x)=g\circ H(x)\forall g\in G\text{ and }x\in X$ (Where $g$ is an action)

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