Abstract

We propose a generalization of Gysin maps for DM-type morphisms of stacks F→GF\to G that admit a perfect relative obstruction theory EF/G∙E_{F/G}^{\bullet}, which we call a "virtual pull-back". We prove functoriality properties of virtual pull-backs. As applications, we analyze Gromov-Witten invariants of blow-ups and projective bundles.

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