Details
Title
RGM
Formal Name (French)
Chaire de géométrie aléatoire
Formal Name (English)
Chair of Random Geometry
Lab Manager
Aru, Juhan
Group ID
U13638
Affiliated authors
Aru, Juhan
Bordereau, Philémon
Cerclé, Baptiste
Frainier, Magali
Han, Xiao
Jego, Antoine Pierre François
Junnila, Janne Matias
Korzhenkova, Aleksandra
Rivera, Alejandro
Bordereau, Philémon
Cerclé, Baptiste
Frainier, Magali
Han, Xiao
Jego, Antoine Pierre François
Junnila, Janne Matias
Korzhenkova, Aleksandra
Rivera, Alejandro
Institute
MATH
Faculty
SB
Linked resource
https://www.epfl.ch/labs/rgm/
Publications
A Characterisation Of The Continuum Gaussian Free Field In Arbitrary Dimensions
Brownian half-plane excursion and critical Liouville quantum gravity
EXISTENCE OF AN UNBOUNDED NODAL HYPERSURFACE FOR SMOOTH GAUSSIAN FIELDS IN DIMENSION d >= 3
Exceptional graphs for the random walk
Extremal Distance And Conformal Radius Of A Cle4 Loop
How Lagrangian States Evolve Into Random Waves
Liouville Measure As A Multiplicative Cascade Via Level Sets Of The Gaussian Free Field
THE PHASE TRANSITION FOR PLANAR GAUSSIAN PERCOLATION MODELS WITHOUT FKG
The First Passage Sets of the 2D Gaussian Free Field: Convergence and Isomorphisms
The exploration process of critical Boltzmann planar maps decorated by a triangular O(n) loop model
See complete list of publications (20)
Brownian half-plane excursion and critical Liouville quantum gravity
EXISTENCE OF AN UNBOUNDED NODAL HYPERSURFACE FOR SMOOTH GAUSSIAN FIELDS IN DIMENSION d >= 3
Exceptional graphs for the random walk
Extremal Distance And Conformal Radius Of A Cle4 Loop
How Lagrangian States Evolve Into Random Waves
Liouville Measure As A Multiplicative Cascade Via Level Sets Of The Gaussian Free Field
THE PHASE TRANSITION FOR PLANAR GAUSSIAN PERCOLATION MODELS WITHOUT FKG
The First Passage Sets of the 2D Gaussian Free Field: Convergence and Isomorphisms
The exploration process of critical Boltzmann planar maps decorated by a triangular O(n) loop model
See complete list of publications (20)
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