Gradient Random Fields
BIRS workshop 11w5124
(
official website
)
Titles & slides
Abdelmalek Abdesselam
The rigorous renormalization group via explicit combinatorial expansions
Margherita Disertori
Anderson localization/delocalization transition for a supersymmetric sigma model
Peirluigi Falco
Interacting Fermions Approach to 2D Critical Models
Jean Bernard Bru
Diagonalization of Quadratic Operators via Non-Autonomous Evolution Equations
Joseph Conlon
Strong Central Limit Theorems in PDE with random coefficients and Euclidean Field Theory
Andrea Braides
Variational problems with percolation
Stefan Luckhaus
Interpolation and large deviations for elasticity hamiltonians
Felix Otto
Optimal error estimates in stochastic homogenization
Takao Nishikawa
Hydrodynamic limit for the Ginzburg-Landau grad-phi interface model with a conservation law and the Dirichlet boundary condition
Florian Theil
Crystallization in three dimensions: The FCC case
Tadahisa Funaki
Scaling limits for dynamic models of Young diagrams
Christof Kuelske
Discrete approximations to massless models
Codina Cotar
Uniqueness of random gradient states
Nicholas Crawford
Localization via Randomness in Classical Statistical Mechanics
Giambattista Giacomin
Transitions in active rotator systems
Ron Peled
High-dimensional Lipschitz functions are typically flat
(
Powerpoint
)
Richard Kenyon
Conformal invariance of double-dimer loops
Oren Louidor
Fixation for distributed clustering processes
Milos Zahradnik
Cluster expansion around massless gaussian, for a special class of perturbing potential wells
Noemi Kurt
Pinning of a Laplacian interface model
Patrick Dondl
Pinning and depinning in random media