J. Aust. Math. Soc.  80 (2006), 273-296

Twisted complex geometry

Shuguang Wang   Department of Mathematics   University of Missouri   Columbia, MO 65211   USA   sw@math.missouri.edu

Abstract

We introduce complex differential geometry twisted by a real line bundle. This provides a new approach to understand the various real objects that are associated with an anti-holomorphic involution. We also generalize a result of Greenleaf about real analytic sheaves from dimension 2 to higher dimensions.

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