16th International Symposium on SALSIS

Program

Titles of talks

• ■T. Sasamoto
  Large deviation of a tagged particle position in 1D symmetric exclusion process
• ■C. Bernardin
  Microscopic models of fractional diffusion with Dirichlet boundary conditions
• ■M. Jara
  Non-equilibrium fluctuations of interacting particle systems
• ■M. Katori
  Excursion Processes Associated with Elliptic Combinatorics
• ■S. Sethuraman
  On multi-colored fluctuation field scaling limits
• ■L. Xu
  Equilibrium fluctuation for a momentum-conserving chain of oscillators
• ■S. Yokoyama
  Curvature motion perturbed by a direction-dependent colored noise
• ■M. Nakashima
  On the asymptotics of the free energy of directed polymers in random environment in 1+1 dimension
• ■T. Imamura
  Fluctuations for the stationary q-TASEP
• ■H. Tanemura
  On uniqueness of Dirichlet forms related to interacting systems with an infinite numbers of particles
• ■M. Hairer
  A new 1+1-dimensional universality class
• ■F. Toninelli
  Two-dimensional growth models in the Anisotropic KPZ class
• ■N. Perkowski
  Stochastic Burgers equation with Dirichlet boundary conditions
• ■J. Misumi
  Extension of the estimates on the graph diameter for long-range percolation
• ■K. Tsunoda
  Hydrostatics for Glauber-Kawasaki processes
• ■M. Sasada
  Energy transport in a chain of oscillators with magnetic field
• ■B. Xie
  Dimension-free Harnack inequalities for the stochastic partial differential equation with reflection
• ■Y. Inahama
  Stochastic complex Ginzburg-Landau equation with space-time white noise (with Masato Hoshino and Nobuaki Naganuma)
• ■X.-M. Li
  Formulas and estimates for heat kernels
• ■M. Hoshino
  Global well-posedness of complex Ginzburg-Landau equation with a space-time white noise
• ■B. Blaszczyszyn
  Limit theory for geometric statistics of clustering point processes
• ■S. Olla
  Hydrodynamic limit for a harmonic chain with random masses
• ■R. Fukushima
  A directed polymer in random environment with unbounded jumps
• ■Y. Abe
  Extremal process of local time for simple random walk on b-ary tree
• ■D. Croydon
  Stochastic processes associated with resistance forms
• ■Y. Hariya
  A unification of the hypercontractivity and its exponential variant of the Ornstein-Uhlenbeck semigroup
• ■N. Kubota
  Tail estimates for the first passage time in the frog model
• ■Y. Kawamoto
  Mosco convergence for infinite particle systems related to random matrices
• ■K. Okamura
  Some results for range of random walk on graphs with spectral dimension two