Mori Tatsuki

モリタツキ | Mori Tatsuki

Affiliation and department：

Research field (3)： Mathematical analysis , Applied mathematics and statistics , Basic mathematics

Research keywords (10)： Numerical analysis , Mathematics , Elliptic integral , Exact solution , SKT cross-diffusion equation , Maple , Mathematical model , Reaction diffusion , Elliptic partial differential equation , Applied mathematics

Research theme for competitive and other funds (1)：

2022 - 2025 Global analysis of mathematical models with conservation law by semi-analytic methods using the elliptic functions

Papers (15)：

Tatsuki Mori. Numerical results for stability of stationary solutions to a phase field model. The bulletin of Musashino University Musashino Center of Mathematical Engineering. 2023. 8. 81-91
Tatsuki Mori, Tohru Tsujikawa, Shoji Yotsutani. Representation formulas for stationary solutions of a cell polarization model. Japan Journal of Industrial and Applied Mathematics. 2022
Tatsuki Mori. Numerical results for the global structure of stationary solutions for the 1-dimension Fix-Caginalp equation. The bulletin of Musashino University Musashino Center of Mathematical Engineering. 2022. 7. 30-45
Tatsuki Mori, Sohei Tasaki, Tohru Tsujikawa, Shoji Yotsutani. All global bifurcation diagrams of stationary solutions to a phase field model. Discrete and Continuous Dynamical Systems - B. 2022
Tatsuki Mori. Existence region of stationary solutions of a cell polarization model with mass conservation. The bulletin of Musashino University Musashino Center of Mathematical Engineering. 2021. 6. 69-80

ｍore...

MISC (3)：

室井敦, 榎本将士, 森竜樹, 石渡道徳, 星野大輔, 鈴木貴, 越川直彦. 組織・臓器の構築と制御の統合的理解を目指した細胞ダイバーシティー研究数理モデルを用いたがんの悪性化進展制御の解明. 2019
Tatsuki Mori, Masashi Enomoto, Atsushi Muroi, Naohiko Koshikawa, Takashi Suzuki. Modeling of tumor progression signaling pathway via EphA2 and EGFR. CANCER SCIENCE. 2018. 109. 860-860
Tatsuki Mori. All Global Bifurcation Curves for a Cell Polarization Model. RIMS Kôkyûroku. 2016. 1994. 17-21

Lectures and oral presentations (39)：

フェーズフィールドモデルの定常問題の解の分岐構造について
(現象と数理北九州小研究集会 2023)
Exact solution of a full stationary problem for a cell polarization model
(2023)
フェーズフィールドモデルの定常解の大域的分岐構造の数値的解析
(2023 年度共同利用研究計画一般研究研究集会(II) 機械学習と数理モデルの融合と理論の深化 2023)
All global bifurcation diagrams of stationary solutions to a 1D phase filed model
(The 13th AIMS Conference on Dyminacal Systems, Differential Equations and Applications 2023)
フェーズフィールドモデルの定常問題の2次分岐について
(「反応拡散方程式と非線形分散型方程式の解の挙動」OCAMI 共同研究(一般 B) 2023)

ｍore...

Education (3)：

2013 - 2016 Ryukoku University Graduate School of Science and Technology Department of Applied Mathematics and Informatics, Doctor's degree program
2011 - 2013 Ryukoku University Graduate School of Science and Technology Department of Applied Mathematics and Informatics, Master's degree program
2007 - 2011 Ryukoku University Faculty of Science and Technology Department of Applied Mathematics and Informatics

Professional career (2)：

博士(理学) (龍谷大学)
修士(理学) (龍谷大学)

Work history (9)：

2023/04 - 現在 Musashino University Faculty of Engineering Department of Mathematical Engineering associate professor
2023/04 - 2023/09 Meteorological College
2019/04 - 2023/03 Musashino University Faculty of Engineering Department of Mathematical Engineering Assistant Professor
2018/04 - 2019/03 Setsunan University Institute for Fundamental Sciences Part-time Lecturer (concurrently)
2017/04 - 2019/03 Osaka University Graduate School of Engineering Science Project researcher

Show all

Committee career (1)：

2022/04 - 現在応用数理学会学会誌「応用数理」編集委員

Awards (2)：

2015/10 - ICMMA 2015 'Self-Organization Modeling and Analysis' Poster Award All global bifurcation curves for a cell polarization model
2015/02 - The 6th Taiwan-Japan Joint Workshop for Young Scholars in Applied Mathematics Excellence Research Award Exact multiplicity of stationary solutions of a cell polarization model

Association Membership(s) (3)：

日本癌学会 , THE JAPAN SOCIETY FOR INDUSTRIAL AND APPLIED MATHEMATICS , THE MATHEMATICAL SOCIETY OF JAPAN

※ Researcher’s information displayed in J-GLOBAL is based on the information registered in researchmap. For details, see here.

Return to Previous Page