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# Variations of Moduli of Parabolic Bundleshans

@inproceedings{BODEN1994VariationsOM, title={Variations of Moduli of Parabolic Bundleshans}, author={U. BODEN and YI HUDepartment}, year={1994} }

- Published 1994

1. Introduction In this paper, we study the moduli spaces of semistable parabolic bundles of arbitrary rank over a smooth curve X with marked points in a nite subset P of X. A parabolic bundle consists of a holomorphic bundle E over X together with weighted ags in the bers E p for each p 2 P. The moduli space M of semistable parabolic bundles was constructed by Mehta and Seshadri as the space of semistable holomorphic structures modulo s-equivalence. In 19], it is proved that M is a normal… CONTINUE READING

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