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Stable cohomology of graph complexes in odd dimensions

Simon Brun, Thomas Willwacher

19/8/22 Published in : arXiv:2208.09358

We study graph complexes related to configuration spaces and diffeomorphism groups of highly connected manifolds of odd dimension. In particular we compute the cohomology in the "high genus" limit. This paper is a continuation of previous work by Felder, Naef and the second author in which the even dimensional case is studied.

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Phase I & II research project(s)

  • Field Theory
  • Geometry, Topology and Physics

On the two-point function of the Potts model in the saturation regime

Classical geometry from the tensionless string

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The National Centres of Competence in Research (NCCRs) are a funding scheme of the Swiss National Science Foundation

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