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Microlocal Category

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arxiv 1511.08961 v1 pith:FZYQJWNL submitted 2015-11-29 math.SG

classification math.SG
keywords categorymicrolocalsymplecticaccordinganalysisassociatescompactform
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Given a compact symplectic manifold whose symplectic form has integer periods, one associates to it a dg category based on the microlocal analysis according to Kashiwara-Schapira

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Cited by 1 Pith paper

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  1. Wild Betti sheaves

    math.AG 2025-05 conditional novelty 6.0 of 10

    The paper constructs a universal coefficient category for wild Betti sheaves with an exponential local system and a Fourier equivalence, and identifies it as a canonical nontrivial R>0-torsor over Spec(Z).

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