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Title:
A symplectic analogue of quasimaps
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Abstract:
We consider Riemann surfaces obtained from nodal curves with infinite cylinders in the place of nodal and marked points. The space of finite energy vortices defined on such surfaces has a compactification. This compactified space is homeomorphic to the moduli space of quasimaps defined by Ciocan-Fontanine, Kim and Maulik.
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