Descendent theory for stable pairs on toric 3-folds

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概要

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• We prove the rationality of the descendent partition function for stable pairs on nonsingular toric 3-folds. The method uses a geometric reduction of the 2- and 3-leg descendent vertices to the 1-leg case. As a consequence, we prove the rationality of the relative stable pairs partition functions for all log Calabi-Yau geometries of the form (X,K3) where X is a nonsingular toric 3-fold.

著者

• Pandharipande Rahul

  Departement Mathematik, ETH Zürich

• Pixton Aaron

  Department of Mathematics, Princeton University

関連論文

• Descendent theory for stable pairs on toric 3-folds

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