Abstract
Let G be a complex affine algebraic group, and let EG be a holomorphic principal G-bundle on the complement M$\backslash$S, where S is a closed complex analytic subset, of complex codimension at least two, of a connected complex manifold M. We give a criterion for EG to extend to M as a holomorphic principal G-bundle. Two applications of this criterion are given.
Citation
Indranil Biswas. "A criterion for holomorphic extension of principal bundles." Kodai Math. J. 34 (1) 71 - 78, March 2011. https://doi.org/10.2996/kmj/1301576762
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