Iterated vanishing cycles, convolution, and a motivic analogue of a conjecture of Steenbrink

Abstract

Using iterated vanishing cycles and convolution, we prove a motivic version of a conjecture of Steenbrink concerning the spectrum of hypersurface singularities

40 pages. Final version

References in corpus (1)

• Motivic Igusa zeta functions

Cited by in corpus (1)

• Nearby cycles and composition with a non-degenerate polynomial