Intersection theory on the moduli space of curves and the matrix airy function

Cited by (1,000)

Items 701–800 of 1,000

1. Degenerate and Irregular Topological Recursion
   A. Alexandrov, Boris Sergeevich Bychkov, Petr Dunin‐Barkowski, Maxim Eduardovich Kazarian, Sergey Shadrin · 2025 · Communications in Mathematical Physics
2. Algebro-Geometric Solutions of the Generalized Virasoro Constraints
   Universidad de Salamanca, Spain, Francisco J. Plaza Martín · 2015 · Symmetry Integrability and Geometry Methods and Applications
3. Quantum curves from refined topological recursion: The genus 0 case
   Omar Kidwai, Kento Osuga · 2023 · Advances in Mathematics
4. Connecting the Kontsevich-Witten and Hodge Tau-functions by the $${\widehat{GL(\infty)}}$$ G L ( ∞ ) ^ Operators
   Xiaobo Liu, Gehao Wang · 2016 · Communications in Mathematical Physics
5. Transitive factorizations of permutations and geometry
   I. P. Goulden, David M. Jackson · 2016 · American Mathematical Society eBooks
6. From r-spin intersection numbers to Hodge integrals
   Xiang-mao Ding A, Yuping Li, Lingxian Meng · 2016 · Journal of High Energy Physics
7. A remark on the three approaches to 2D quantum gravity
   A. Belavin, Mikhail Bershtein, G. Tarnopolsky · 2011 · Journal of Experimental and Theoretical Physics Letters
8. Triangulated surfaces in twistor space: a kinematical set up for open/closed string duality
   Mauro Carfora, Claudio Dappiaggi, Valeria L Gili · 2006 · Journal of High Energy Physics
9. FEYNMAN DIAGRAMS VIA GRAPHICAL CALCULUS
   Domenico Fiorenza, Riccardo Murri · 2002 · Journal of Knot Theory and Its Ramifications
10. Higher Orbifolds and Deligne-Mumford Stacks as Structured Infinity-Topoi
    David Carchedi · 2020 · Memoirs of the American Mathematical Society
11. Разветвленные накрытия двумерной сферы и теория пересечений в пространствах мероморфных функций на алгебраических кривых
    Сергей Константинович Ландо · 2002 · Успехи математических наук
12. Bergman Tau-Function: From Einstein Equations and Dubrovin-Frobenius Manifolds to Geometry of Moduli Spaces
    Dmitry Korotkin · 2020 · Cambridge University Press eBooks
13. Tautological module and intersection theory on Hilbert schemes of nodal curves
    Ziv Ran · 2013 · Asian Journal of Mathematics
14. Reflective prolate‐spheroidal operators and the adelic Grassmannian
    W. Riley Casper, F. Alberto Grünbaum, Milen T. Yakimov, Ignacio Zurrián · 2023 · Communications on Pure and Applied Mathematics
15. Topological recursion and geometry
    Gaëtan Borot · 2020 · Reviews in Mathematical Physics
16. Renormalization in Combinatorially Non-Local Field Theories: The Hopf Algebra of 2-Graphs
    Johannes Thürigen · 2021 · Mathematical Physics Analysis and Geometry
17. Remarks on intersection numbers and integrable hierarchies, I: Quasi-triviality
    Boris Dubrovin, Di Yang · 2020 · Advances in Theoretical and Mathematical Physics
18. Virasoro constraints for stable pairs on toric threefolds
    Miguel Moreira, Alexei Oblomkov, Andrei Yur'evich Okounkov, Rahul Pandharipande · 2022 · Forum of Mathematics Pi
19. Geometry and arithmetic of integrable hierarchies of KdV type. I. Integrality
    Boris Dubrovin, Di Yang, Don Bernard Zagier · 2023 · Advances in Mathematics
20. Virasoro constraints and Hurwitz numbers through asymptotic analysis
    Yon-Seo Kim, Kefeng Liu · 2009 · Pacific Journal of Mathematics
21. Topological recursion for Gaussian means and cohomological field theories
    Jørgen Ellegaard Andersen, Leonid Olegovich Chekhov, Paul T. Norbury, Robert Penner · 2015 · Theoretical and Mathematical Physics
22. Equivariant Gromov-Witten Invariants of Algebraic GKM Manifolds
    Chiu-Chu Melissa Liu, Artan Sheshmani · 2017 · Symmetry Integrability and Geometry Methods and Applications
23. Descendant Gromov–Witten invariants, simple Hurwitz numbers, and the Virasoro conjecture for $\mathbb{P}^1$
    Jun S. Song · 1999 · Advances in Theoretical and Mathematical Physics
24. Quadratic Recursion Relations of Hodge Integrals via Localization
    Gang Tian, Jian Zhou · 2003 · Acta Mathematica Sinica English Series
25. New matrix model solutions to the Kac-Schwarz problem
    M. Adler, A. A. Morozov, T. Shiota, P. van Moerbeke · 1996 · Nuclear Physics B - Proceedings Supplements
26. Holonomy and entropy estimates for dynamically triangulated manifolds
    Mauro Carfora B, Annalisa Marzuoli · 1995 · Journal of Mathematical Physics
27. Topological Conformal Field Theory from the Point of View of Integrable Systems
    Boris Dubrovin · 1993 · NATO ASI series. Series B : Physics
28. Descendent integrals and tautological rings of moduli spaces of curves
    Kefeng Liu, Hao Xu · 2009 · arXiv (Cornell University)
29. Virtual Moduli Cycles and GW-invariants
    Jun Li, Gang Tian · 1996 · arXiv (Cornell University)
30. The Kontsevich connection on the moduli space of FZZT Liouville branes
    Stefano Giusto B, Camillo Imbimbo · 2004 · Nuclear Physics B
31. On the Kontsevich geometry of the combinatorial Teichmüller space
    Jørgen Ellegaard Andersen, Gaëtan Borot, Séverin Charbonnier, Alessandro Giacchetto, Danilo Lewański, Campbell Wheeler · 2020 · arXiv (Cornell University)
32. A new approach to the characteristic polynomial of a random unitary matrix
    Yacine Barhoumi-Andréani · 2020 · arXiv (Cornell University)
33. Increasing trees and Kontsevich cycles
    Kiyoshi Igusa, Michael Kleber · 2003
34. From Matrices to Strings and Back
    Shlomo S. Razamat · 2016
35. Quantization of classical spectral curves via topological recursion
    Bertrand Eynard, Elba Garcia‐Failde, Olivier Marchal, Nicolas Orantin · 2021 · arXiv (Cornell University)
36. Probing mapping class groups using arcs
    Robert Penner · 2006 · Proceedings of symposia in pure mathematics
37. Stable curves and screens on fatgraphs
    Robert Penner, Greg McShane · 2007 · arXiv (Cornell University)
38. GIT Compactifications of from Conics
    N. Giansiracusa, M. Simpson · 2010 · International Mathematics Research Notices
39. From matrices to strings and back
    Shlomo S. Razamat · 2010 · Journal of High Energy Physics
40. Open KdV hierarchy of 2d minimal gravity of Lee-Yang series
    Hisayoshi Muraki, Chaiho P. Rim · 2020 · Nuclear Physics B
41. A natural basis for intersection numbers
    Bertrand Eynard, Danilo Lewański · 2021 · HAL
42. BKP hierarchy, affine coordinates, and a formula for connected bosonic n-point functions
    Zhiyuan Wang, Chenglang Yang · 2022 · Letters in Mathematical Physics
43. Combinatorial Physics
    Adrian Tanasă · 2021
44. Laplace transform of the $x-y$ symplectic transformation formula in Topological Recursion
    Alexander Hock · 2023 · Communications in Number Theory and Physics
45. Resurgent Asymptotics of Jackiw–Teitelboim Gravity and the Nonperturbative Topological Recursion
    Bertrand Eynard, Elba Garcia‐Failde, Paolo Gregori, Danilo Lewański, Ricardo Schiappa · 2024 · Annales Henri Poincaré
46. Topological recursion relations on $$\overline M _{3,2} $$
    Takashi Kimura, Xiaobo Liu · 2015 · Science China Mathematics
47. Tautological algebras of moduli spaces of curves
    Carel Faber · 2013 · IAS/Park City mathematics series
48. Generalized integrability and two-dimensional gravitation
    Timothy J. Hollowood, J. Luis Miramontes, J. Sánchez-Guillén · 1993 · Theoretical and Mathematical Physics
49. Recursion Formulae of Higher Weil-Petersson Volumes
    Kefeng Liu, H. Xu · 2008 · International Mathematics Research Notices
50. Permutation combinatorics of worldsheet moduli space
    Laurent Freidel, David Garner, Sanjaye Ramgoolam · 2015 · Physical review. D. Particles, fields, gravitation, and cosmology/Physical review. D. Particles and fields
51. Quantum Field Theories on an Algebraic Curve
    Leon A. Takhtajan · 2000 · Letters in Mathematical Physics
52. Computing top intersections in the tautological ring of $${\mathcal{M}_g}$$
    Kefeng Liu, Hao Xu · 2011 · Mathematische Zeitschrift
53. On the cohomological dimension of the moduli space of Riemann surfaces
    Gabriele Mondello · 2017 · Duke Mathematical Journal
54. Open KdV hierarchy and minimal gravity on disk
    Aditya Bawane, Hisayoshi Muraki, Chaiho P. Rim · 2018 · Physics Letters B
55. A unified approach to holomorphic anomaly equations and quantum spectral curves
    Zhiyuan Wang, Jian Zhou · 2019 · Journal of High Energy Physics
56. Buryak–Okounkov Formula for the n-Point Function and a New Proof of the Witten Conjecture
    A. Alexandrov, Francisco Hernández Iglesias, Sergey Shadrin · 2020 · International Mathematics Research Notices
57. An Explicit Formula for Witten’s 2-Correlators
    Peter Zograf · 2019 · Journal of Mathematical Sciences
58. Quantum field theory on noncommutative spaces
    Raimar Wulkenhaar · 2019 · Springer eBooks
59. The quantum Witten–Kontsevich series and one-part double Hurwitz numbers
    Xavier Blot · 2022 · Geometry & Topology
60. Irreducible Metric Maps and Weil–Petersson Volumes
    Timothy Budd · 2022 · Communications in Mathematical Physics
61. On the integrable hierarchy for the resolved conifold
    Murad Alim, Arpan Saha · 2022 · Bulletin of the London Mathematical Society
62. Handbook of moduli
    Gavril Farkas, Ian Morrison · 2013 · Medical Entomology and Zoology
63. The Laplace Transform, Mirror Symmetry, and the Topological Recursion of Eynard–Orantin
    Motohico Mulase · 2013 · Springer eBooks
64. Intersection numbers and automorphisms of stable curves
    Kefeng Liu, Hao Xu · 2009 · The Michigan Mathematical Journal
65. Thermodynamic limit and dispersive regularization in matrix models
    Costanza Benassi, Antonio Moro · 2020 · Physical review. E
66. Wall-Crossings for Hassett Descendant Potentials
    Vance Blankers, Renzo Cavalieri · 2020 · International Mathematics Research Notices
67. Matrix models for stationary Gromov–Witten invariants of the Riemann sphere
    Marco Bertola, G Ruzza · 2021 · Nonlinearity
68. Dimension vs. genus: A surface realization of the little k-cubes and an E∞operad
    Ralph M. Kaufmann · 2009 · Banach Center Publications
69. A Change of Coordinates on the Large Phase Space¶of Quantum Cohomology
    Alexandre Kabanov, Takashi Kimura · 2001 · Communications in Mathematical Physics
70. Integrable hierarchies and quantum gravity
    Robbert Dijkgraaf · 2005 · Springer eBooks
71. Supermatrix models and multi ZZ-brane partition functions in minimal superstring theories
    Masafumi Fukuma, Hirotaka Irie · 2007 · Journal of High Energy Physics
72. NEW MODELS FOR VENEZIANO AMPLITUDES: COMBINATORIAL, SYMPLECTIC AND SUPERSYMMETRIC ASPECTS
    Arkady L. Kholodenko · 2005 · International Journal of Geometric Methods in Modern Physics
73. Spacetime diffeomorphisms and topological w∞ symmetry in two-dimensional topological string theory
    Petr Hořava · 1994 · Nuclear Physics B
74. Quantum generalized cohomology
    Jack Morava · 1997 · Contemporary mathematics - American Mathematical Society
75. Phase Transitions and Moduli Space Topology
    D. D. Ferrante, GERALD S. GURALNIK · 2008 · arXiv (Cornell University)
76. Entropy estimates for simplicial quantum gravity
    Mauro Carfora B, Annalisa Marzuoli · 1995 · Journal of Geometry and Physics
77. On tachyon condensation and open-closed duality in thec= 1 string theory
    Jörg Teschner · 2006 · Journal of High Energy Physics
78. On minimal Script N = 4 topological strings and the (1,k) minimal bosonic string
    Vasilis Niarchos B · 2006 · Journal of High Energy Physics
79. Homotopy Theory of Probability Spaces I: Classical independence and homotopy Lie algebras
    Jae-Suk Park · 2015 · arXiv (Cornell University)
80. Word Measures on Unitary Groups
    Michael J. Magee, Doron Puder · 2015 · arXiv (Cornell University)
81. A journey from the Hitchin section to the oper moduli
    Olivia Dumitrescu · 2018 · Proceedings of symposia in pure mathematics
82. Matrix models for topological strings: exact results in the planar limit
    Szabolcs Zakany · 2018 · arXiv (Cornell University)
83. Supermatrix models and multi ZZ-brane partition functions in minimal superstring theories
    Masafumi Fukuma, Hirotaka Irie · 2007
84. FIXED TRACE β-HERMITE ENSEMBLES: ASYMPTOTIC EIGENVALUE DENSITY AND THE EDGE OF THE DENSITY
    Da-Sheng Zhou, Dang-Zheng Liu, Tao Qian · 2012
85. Comments on Worldsheet Theories Dual to Free Large N Gauge Theories
    Ofer Aharony A, Justin R. David, Rajesh Gopakumar, Zohar Komargodski, Shlomo S. Razamat · 2007
86. Gromov–Witten theory of complete intersections via nodal invariants
    Hülya Argüz, Pierrick Bousseau, Rahul Pandharipande, Dimitri Zvonkine · 2023 · Journal of Topology
87. Shifted Witten classes and topological recursion
    Séverin Charbonnier, Nitin Kumar Chidambaram, Elba Garcia‐Failde, Alessandro Giacchetto · 2023 · Transactions of the American Mathematical Society
88. Minimal gravity and Frobenius manifolds: bulk correlation on sphere and disk
    Konstantin Aleshkin, Alexander A. Belavin, Chaiho Rim · 2017 · Journal of High Energy Physics
89. x-y duality in topological recursion for exponential variables via quantum dilogarithm
    Alexander Hock · 2024 · SciPost Physics
90. MATRIX AIRY FUNCTIONS FOR COMPACT LIE GROUPS
    Rahul N. Fernandez, Veeravalli S. Varadarajan · 2009 · International Journal of Mathematics
91. Emergent Geometry of KP Hierarchy
    Jian Zhou · 2024 · Acta Mathematica Sinica English Series
92. Random supermatrices with an external source
    E. Brézin, S. Hikami · 2018 · Journal of High Energy Physics
93. Witten Solution for the Gelfand–Dikii Hierarchy
    Sergey Mironovich Natanzon · 2003 · Functional Analysis and Its Applications
94. Orbifold Gromov-Witten theory of weighted blowups
    Bohui Chen, Cheng-Yong Du, Rui Wang · 2020 · Science China Mathematics
95. The tensor Harish-Chandra–Itzykson–Zuber integral I: Weingarten calculus and a generalization of monotone Hurwitz numbers
    Benoı̂t Collins, Razvan Gurău, Luca Lionni · 2023 · Journal of the European Mathematical Society
96. Path integrals in JT gravity and Virasoro constraints
    Yusuke Kimura · 2022 · International Journal of Modern Physics A
97. Algebras of Commuting Differential Operators for Kernels of Airy Type
    W. Riley Casper, F. Alberto Grünbaum, Milen T. Yakimov, Ignacio Zurrián · 2022 · Operator theory
98. Complete Solution of the LSZ Model via Topological Recursion
    Johannes Branahl, Alexander Hock · 2023 · Communications in Mathematical Physics
99. KP Integrability of Triple Hodge Integrals: III—Cut-and-Join Description, KdV Reduction, and Topological Recursions
    A. Alexandrov · 2024 · Communications in Mathematical Physics
100. Blobbed topological recursion from extended loop equations
     Alexander Hock, Raimar Wulkenhaar · 2025 · Journal of Geometry and Physics