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Equivariant bundles and connections

Published 27 Nov 2016 in math.CV and math.AG | (1611.08854v1)

Abstract: Let $X$ be a connected complex manifold equipped with a holomorphic action of a complex Lie group $G$. We investigate conditions under which a principal bundle on $X$ admits a $G$--equivariance structure.

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Authors (2)

  1. Indranil Biswas 
  2. Arjun Paul 

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