Mixed Hodge Structures on the rational homotopy type of intersection spaces

Published 19 Apr 2016 in math.AT and math.AG | (1604.05606v1)

Abstract: Let $X$ a complex projective variety of complex dimension $n$ with only isolated singularities of simply connected links. We show that we can endow the rational cohomology of the family of the $\overline{p}$-perverse intersection spaces ${ I^{{\overline{p}}X} }$ with compatible mixed Hodge structures.

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Authors (1)

Mathieu Klimczak

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