A localization formula for the virtual tangent space of stable pair moduli on toric surfaces is derived and applied to projective-plane examples supporting rationality and symmetry conjectures.
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On the Virtual Euler Characteristic of the Moduli Space of Stable Pairs on Surfaces
A localization formula for the virtual tangent space of stable pair moduli on toric surfaces is derived and applied to projective-plane examples supporting rationality and symmetry conjectures.