[15] 9/MAR/24
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Turing Symposium on Morphogenesis, 2024
— a Panorama in Turing's Sight —
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February 8 – February 10, 2024
Venue:
Kawai Hall
Building H-33, Graduate School of Science, Tohoku University
6-3 Aoba, Aramaki, Aoba-ku, Sendai 980-8578
access
Programme
Thursday, February 8, 2024
9:30 Registration
9:45 Opening
10:00 – 10:45 Anna Marciniak-Czochra (Heidelberg University)
Increasing complexity of experimental data vs. mathematical models of developmental pattern formation (
Abstract)
11:00 – 11:45 Masataka Kuwamura (Kobe University)
Periodic solutions of mass-conserving reaction-diffusion systems and their perturbed systems (
Abstract)
lunch break
13:30 – 14:15 Shin-Ichiro Ei (Hokkaido University)
Effective kernels for pattern formation problems (
Abstract)
14:30 – 15:15 Kousuke Kuto (Waseda University)
Bifurcation structure of cross-diffusion limit in the SKT model (
Abstract)
15:30 – 16:15 Sohei Tasaki (Hokkaido University)
Multilevel mathematical modeling methods for morphogenesis of bacterial
cell populations (
Abstract)
16:30 – 17:15 Discussion
How to get started with interdisciplinary studies
17:30 – 19:00 Welcome
Friday, February 9, 2024
10:00 – 10:45 Frits Veerman (Leiden University)
Beyond Turing: far-from-equilibrium patterns in a mechanochemical model (
Abstract)
11:00 – 11:45 Kanako Suzuki (Ibaraki University)
Stability of stationary solutions to reaction-diffusion-ODE systems (
Abstract)
lunch break
13:30 – 14:15 Ken-Ichi Nakamura (Meiji University)
A remark on the speed of bistable traveling waves for the Lotka-Volterra competion-diffusion system (
Abstract)
14:30 – 15:15 Kentaro Fujie (Tohoku University)
Global dynamics of chemotaxis models with local sensing (
Abstract)
15:30 – 17:30
Poster Session
Goro Akagi (Tohoku University)
Asymptotic profiles for fast diffusion in domains (
Abstract)
Szymon Cygan (Heidelberg University & Wroclaw University)
Discontinuous stationary solutions to reaction-diffusion-ODE systems (
Abstract)
Kotaro Hisa (Tohoku University)
Optimal singularities of initial data of a fractional semilinear heat equation in open sets (
Abstract)
Lingling Hou (Hong Kong Polytechnic University & Xinjiang University)
Existence of traveling wave solutions to reaction-diffusion-ODE systems with hysteresis (
Abstract)
Yuki Kaneko (Kanto Gakuin University)
Borderline behavior and propagating terrace for a free boundary problem of a reaction-diffusion equation (
Abstract)
Jo Kubokawa (Meiji University)
Pulsating Traveling Wave of the Mitchell-Schaeffer Model (
Abstract)
Ryunosuke Mori (Meiji University)
Blocking and propagation phenomena in spatially undulating cylindrical domains (
Abstract)
Finn Münnich (Heidelberg University)
Nonlinear stability analysis and pattern formation in
reaction-diffusion-ODE systems
(
Abstract)
Keita Nakajima (Meiji University)
Influence of heterogeneous biological diffusion on propagation phenomena in reaction-diffusion systems
(
Abstract)
Ryosuke Nishide (University of Tokyo)
Pattern propagation driven by surface curvature
(
Abstract)
Hyunjoon Park (Meiji University)
Interface motion of Allen-Cahn equation with anisotropic nonlinear diffusion (
Abstract)
Florian Salin (Tohoku University)
Numerical Analysis of Fractional Nonlinear Diffusion Equation on Bounded Domain (
Abstract)
Kotaro Sato (Tohoku University)
Vanishing-viscosity limit in rate-independent evolution equations with a degenerate and singular dissipation potential (
Abstract)
Izumi Takagi (Tohoku University)
What is a pattern? (
Abstract)
Koichi Taniguchi (Tohoku University)
Unconditional uniqueness and non-uniqueness of solutions of Hardy-H\'enon parabolic equations (
Abstract)
Conghui Zhang (Beijing University of Civil Engineering and Architecture)
Existence and stability of discontinuous patterns to a receptor-based model (
Abstract)
Saturday, February 10, 2024
10:00 – 10:45 Shigeru Kondo (Osaka University)
How to transfer the 2D pattern to 3D shape
(
Abstract)
11:00 – 11:45 Hirokazu Ninomiya (Meiji University)
Turing's instability by equal diffusion (
Abstract)
lunch break
13:00 – 13:45 Hideo Ikeda (University of Toyama)
Stability of non-uniform solutions in mass-conserving reaction-diffusion
systems with bistable non-linearity (
Abstract)
14:00 – 14:45 Yasumasa Nishiura (Hokkaido University)
Morphologies at nanoscale in materials science (
Abstract)
14:55 Closing
Scientific Committee: Anna Marciniak-Czochra (Heidelberg), Yasumasa Nishiura (Sapporo)
Organizing Committee: Goro Akagi (Sendai), Kanako Suzuki (Mito), Izumi Takagi (Sendai)
Supported in part by
JSPS Grant-in-Aid for Scientific Research (B) (No. 20H01812)
"Evolution equations describing non-standard irreversible processes
--Analysis on singularities emerging in the dynamics of solutions--"
Japan Society for the Promotion of Science, 2020-2023 and Grant-in-Aid for Challenging Research (Exploratory) (No. 21K18581) "Evolution equations with the coexistence of fractional derivatives and nonlinear structures --perturbation theory and asymptotic analysis--" (Akagi)
JSPS Grant-in-Aid for Scientific Research (C) #18K03354 "Dynamics of reaction-diffusion-ODE systems exhibiting diffusion-driven instability" (Suzuki)
JSPS Grant-in-Aid for Scientific Research (C) #19K03557 "Fundamental theory of reaction-diffusion equations with variable coefficients---a panorama in Turing's sight” and JSPS Grant-in-Aid for Scientific Research (C) #23K0317 "Behavior of nonstationary solutions to reaction-diffusion systems possessing continua of stationary solutions" (Takagi),
created on 12/dec/24