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math.AGJan 1, 2024
authors
  • Mauro Porta
  • Jean-Baptiste Teyssier
institutions
  • Institut de Mathématiques de Jussieu-Paris Rive Gauche
  • Institut de Recherche Mathématique Avancée
arXiv abstractPDF
paper

Homotopy theory of Stokes data

arXiv:2401.12335

Abstract

In this paper we lay the foundations of an ∞-categorical theory of Stokes data.

The paper "Homotopy theory of Stokes structures and derived moduli" arXiv:2401.12335v1 was split in two. The derived moduli of Stokes data is now the topic of a separate paper

References in corpus (11)

  • Enriched ∞-categories via non-symmetric ∞-operads
  • Introduction to Stokes structures
  • Twisted wild character varieties
  • Good formal structure for meromorphic flat connections on smooth projective surfaces
  • Cohomological Hall algebras, their categorification, and their representations via torsion pairs
  • Topological exodromy with coefficients
  • The ∞-Categorical Reflection Theorem and Applications
  • Stratified homotopy theory of topological ∞-stacks: a toolbox
  • From nonabelian basechange to basechange with coefficients
  • Non-abelian Hodge moduli spaces and homogeneous affine Springer fibers
  • Moduli Spaces of Filtered G-local Systems on Curves
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