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Joyce structures on spaces of quadratic differentials

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arxiv 2203.17148 v3 pith:GMSED2KS submitted 2022-03-31 math.AG hep-th

classification math.AGhep-th
keywords joycequadraticspacestructuresbundlecomplexconsiderconstruct
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Consider the space parameterising curves of genus g>1 equipped with a quadratic differential with simple zeroes. We use the geometry of isomonodromic deformations to construct a complex hyperkahler structure on the total space of its tangent bundle. This provides non-trivial examples of the Joyce structures recently introduced in relation to Donaldson-Thomas theory.

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  1. Wall-crossing formulas via spectral networks

    math.AG 2025-08 conditional novelty 7.0 of 10

    A self-contained geometric proof of the wall-crossing formula via path-lifting rules for spectral networks, including spiral domains, with the charge lattice generated by A0-laminations.

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