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The Witten $r$-spin class defines a non-semisimple cohomological field theory.
“Two-dimensional gravity and intersection theory on moduli space”
Edward Witten · 1990
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“A matrix integral solution to two-dimensional W p W_{p} -gravity”
Mark Adler and Pierre van Moerbeke · 1992
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Maxim Kontsevich · 1992
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Edward Witten · 1993
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Maxim Kontsevich and Yuri Manin · 1994
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Aleksandr. Givental · 2001
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Aleksandr. Givental · 2003
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Boris Dubrovin · 2004
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Alessandro Chiodo · 2006
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Bertrand Eynard and Nicolas Orantin · 2007
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Maryam Mirzakhani · 2007
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“Gromov–Witten theory, Hurwitz numbers, and matrix models”
Andrei Okounkov and Rahul Pandharipande · 2009
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“On the Kontsevich geometry of the combinatorial Teichmüller space”, 2020
J“/orgen Andersen, Ga“”etan Borot, S“’everin Charbonnier, Alessandro Giacchetto, Danilo Lewa“’nski and Campbell Wheeler · 2010
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“Tautological relations and the r r -spin Witten conjecture”
Carel Faber, Sergey Shadrin and Dimitri Zvonkine · 2010
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Constantin Teleman · 2012
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Vincent Bouchard and Bertrand Eynard · 2013
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Aaron Pixton · 2013
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Vincent Bouchard, Joel Hutchinson, Prachi Loliencar, Michael Meiers and Matthew Rupert · 2014
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Petr Dunin-Barkowski, Paul Norbury, Nicolas Orantin, Alexandr Popolitov and Sergey Shadrin · 2018
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“The tautological ring of ℳ g , n \mathcal{M}_{g,n} via Pandharipande–Pixton–Zvonkine r r -spin relations”
Reinier Kramer, Farrokh Labib, Danilo Lewański and Sergey Shadrin · 2018
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“Tautological relations via r r -spin structures”
Rahul Pandharipande, Aaron Pixton and Dimitri Zvonkine · 2019
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“Topological recursion for generalised Kontsevich graphs and r r -spin intersection numbers”, 2021
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“ 𝒲 \mathcal{W} -algebra constraints and topological recursion for A N A_{N} -singularity” Appendix by D. Lewański
Todor Milanov · 2016
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“Reconstructing WKB from topological recursion”
Vincent Bouchard and Bertrand Eynard · 2017
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URL: http://dlmf.nist.gov/
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