Collection Random Geometry / Géométrie aléatoire
Organizer(s) Curien, Nicolas ; Goldschmidt, Christina ; Le Gall, Jean-François ; Miermont, Grégory ; Rhodes, Rémi
Date(s) 17/01/2022 - 21/01/2022
linked URL https://conferences.cirm-math.fr/2528.html
Mathematics
and Interactions
Organizer(s) Curien, Nicolas ; Goldschmidt, Christina ; Le Gall, Jean-François ; Miermont, Grégory ; Rhodes, Rémi
Date(s) 17/01/2022 - 21/01/2022
linked URL https://conferences.cirm-math.fr/2528.html
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All the collection videos (14)
![Some questions on the Brownian Map motivated by its higher-genus analogues]()
52:16published on February 4, 2022Some questions on the Brownian Map motivated by its higher-genus analogues
By Guillaume Chapuy
![Geometry of the sign clusters in the Infinite Ising-weighted triangulation]()
50:03published on February 4, 2022Geometry of the sign clusters in the Infinite Ising-weighted triangulation
By Marie Albenque
![Nonbijective scaling limit of maps via restriction]()
56:03published on February 4, 2022Nonbijective scaling limit of maps via restriction
By Jérémie Bettinelli
![The skew Brownian permuton: a new universal limit for random constrained permutations and its connections with Liouville quantum gravity]()
48:35published on February 4, 2022The skew Brownian permuton: a new universal limit for random constrained permutations and its connections with Liouville quantum gravity
By Jacopo Borga
![Unicellular maps vs hyperbolic surfaces in high genus]()
49:19published on February 4, 2022Unicellular maps vs hyperbolic surfaces in high genus
By Baptiste Louf
![Maps, Hurwitz numbers and formulas for free probability at all genera]()
57:25published on February 4, 2022Maps, Hurwitz numbers and formulas for free probability at all genera
By Gaëtan Borot
![Generalised Kontsevich graphs, topological recursion and r-spin intersection numbers]()
59:07published on February 4, 2022Generalised Kontsevich graphs, topological recursion and r-spin intersection numbers
By Elba Garcia-Failde
![The scaling limit of random planar maps with large faces]()
53:22published on February 4, 2022The scaling limit of random planar maps with large faces
By Armand Riera
![Resolution of Liouville CFT : Segal axioms and bootstrap]()
01:03:20published on February 4, 2022Resolution of Liouville CFT : Segal axioms and bootstrap
By Colin Guillarmou
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Suggestions
![Finiteness Questions for Étale Coverings with Bounded Wild Ramification at the Boundary]()
01:13:36published on April 24, 2024Finiteness Questions for Étale Coverings with Bounded Wild Ramification at the Boundary
By Vasudevan Srinivas
![Donaldson-Thomas Invariants: Classical, Motivic, Quadratic and Real]()
01:12:05published on April 24, 2024Donaldson-Thomas Invariants: Classical, Motivic, Quadratic and Real
By Marc Levine
![Various Remarks on the Donagi-Pantev Program for Construction of Hecke Eigensheaves]()
01:14:19published on April 23, 2024Various Remarks on the Donagi-Pantev Program for Construction of Hecke Eigensheaves
By Carlos Simpson
