Can I read Cohomology jump loci of compact K\"ahler manifolds on EtoBox?

Cohomology jump loci of compact K\"ahler manifolds by Wang, Botong is a scholarly article available to read on EtoBox.

What is Cohomology jump loci of compact K\"ahler manifolds about?

We apply the method of Dimca-Papadima to study the cohomology jump loci in the representation variety and the moduli space of vector bundles with vanishing chern classes for a compact K\"ahler manifold. We introduce modules over differential graded Lie algebra to extend results of Dimca-Papadima to a general point in the representation variety or the moduli space. We show that locally the cohomology jump loci is isomorphic to the resonance variety via the exponential map. This paper generalizes a previous result of the author.

Author

Wang, Botong

Published

2013

Language

EN