Yoshihisa Morita, Yoshitaro Tanaka. Existence of spiky stationary solutions to a mass-conserved reaction-diffusion model. Japan Journal of Industrial and Applied Mathematics, accepted. 2024
南彩菜, 田中 吉太郎. 一様格子上の空間離散モデルにおけるパターン形成. Hokkaido University technical report series in Mathematics. 2022. 182
豊田 和人, 香取 勇一, 櫻沢 繁, 高木 清二, 田中 吉太郎. Belousov-Zhabotinsky反応を用いたレザバー計算の提案とシミュレーション. Hokkaido University technical report series in Mathematics. 2022. 182
Shin-Ichiro Ei, Hiroyuki Ochiai, Yoshitaro Tanaka. Method of fundamental solutions for Neumann problems of the modified Helmholtz equation in disk domains. Journal of Computational and Applied Mathematics. 2022. 402. 113795. 113795-113795
Keller-Segel type approximation for nonlocal Fokker-Planck equations in one-dimensional bounded domain
(RIMS Conference, "Multidisciplinary Research on Nonlinear Phenomena: Modeling, Analysis and Applications” 2023)
Keller-Segel type approximation for nonlocal Fokker-Planck equations in one-dimensional bounded domain
(ICMMA 2023, "Reaction-diffusion systems: from the past to the future ” in memory of Prof. Masayasu Mimura 2023)
2016/07 - American Institute of Mathematical Sciences, 11th AIMS Student Paper Competition First Place, Reaction-diffusion approximation for understanding pattern formations through non-local interactions,
2014/07 - American Institute of Mathematical Sciences, 10th AIMS Student Paper Competition Finalist, Reaction-diffusion model aided understanding of pattern formation of inflorescence,
2011/10 - 明治大学 「MIMS現象数理学シンポジウムポスターセッション」優秀ポスター賞 Phyllotaxis of sunflower in reaction diffusion model