Program

Time Table

13:20~14:10 Yuki Chino: Asymptotic behaviour of random walk in cooling random environment

14:20~15:10 Takuya Mine: Schr\"odinger operator with point interactions of Poisson type

15:10~15:40 Coffee break

15:40~16:30 Ryoki Fukushima: Biased random walk conditioned on survival among Bernoulli obstacles: sub-critical phase

16:40~17:30 Naoki Kubota: Continuity for the asymptotic shape in the frog model with random initial configurations

9:30~10:20 Satoshi Tsujimoto: ピットマン変換を用いた離散古典可積分系の解析について

10:30~11:20 Takashi Imamura: q-TASEP, stochastic vertex models and the q-Whittaker measures

11:30~12:20 Yoshiko Ogata: Classification of symmetry protected topological phases in quantum spin chains

12:20~14:20 Lunch

14:20~15:10 Rongfeng Sun: The 2-dimensional KPZ equation in the entire subcritical regime

15:10~15:40 Coffee break

15:40~16:30 Kenkichi Tsunoda: Incompressible limit for the weakly asymmetric simple exclusion process

16:40~17:30 Cristian Giardina: Boundary-driven processes and integrable spin chains

9:30~10:20 Takuya Machida: Introduction to Quantum Walks

10:30~11:20 Kazumitsu Sakai: The spin transport in integrable quantum systems

11:30~12:20 Shinji Koshida: Multiple backward Schramm—Loewner evolution and coupling with Gaussian free field

12:20~14:20 Lunch

14:20~15:10 Max Lein: Introduction to an Analytic–Algebraic Approach to Linear Response Theory

15:10~15:40 Coffee break

15:40~16:30 Kiyonori Gomi: Topological phase and generalized (co)homology

9:30~10:20 Yosuke Kubota: Operator algebra K-theory and topological phases

10:30~11:20 Hosho Katsura: Ferromagnetism in the SU(n) Hubbard model with a nearly flat band

11:30~12:20 Federico Camia: A Gaussian process related to the mass spectrum of the near-critical planar Ising model