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Unique Structure on G-equivariant Manifolds (1009.5528v1)
Published 28 Sep 2010 in math.DG
Abstract: We will have a deep look at the set of all $G$-equivariant maps from the factor Lie group $G$ to the under the action manifold $M$, both from "computational" and "observability" viewpoint. We will also be looking for the existence of "unique" structure on this set, in a way that the induced-action of Lie group $G$ be smooth on the mentioned set.
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