Maeda Kazuki

マエダカズキ | Maeda Kazuki

Affiliation and department：
Job title： Lecturer
Homepage URL (1)： https://kmaeda.net

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

Research keywords (6)： Discrete integrable systems , Orthogonal polynomials , 差分方程式 , Numerical computation , 超離散系 , Cellular automata

Research theme for competitive and other funds (4)：

2024 - 2029 離散戸田格子の拡張による古典直交関数系と不変分布・一般化ギブス測度の新展開
2021 - 2025 双直交多項式解をもつ離散可積分系系列の研究
2017 - 2020 Integrable Algorithms: Basis of Higher Accurate Computations with Positivity
2011 - 2013 減算のない非自励離散可積分系が創出する新たな箱玉系と数値計算アルゴリズムの研究

Papers (10)：

Miki Tokuoka, Kazuki Maeda, Kenji Kobayashi, Atsushi Mochizuki, Yutaka Satou. The gene regulatory system for specifying germ layers in early embryos of the simple chordate. Science Advances. 2021. 7. 24. eabf8210
Kenji Kobayashi, Kazuki Maeda, Miki Tokuoka, Atsushi Mochizuki, Yutaka Satou. Using linkage logic theory to control dynamics of a gene regulatory network of a chordate embryo. Scientific Reports. 2021. 11. 4001
Kenji Kobayashi, Kazuki Maeda, Miki Tokuoka, Atsushi Mochizuki, Yutaka Satou. Controlling cell fate specification system by key genes determined from network structure. iScience. 2018. 4. 281-293
Kazuki Maeda. Another generalization of the box-ball system with many kinds of balls. Journal of Integrable Systems. 2018. 3. xyy007 (28pp)
Kazuki Maeda. Nonautonomous ultradiscrete hungry Toda lattice and a generalized box-ball system. Journal of Physics A: Mathematical and Theoretical. 2017. 50. 36. 365204 (32pp)

ｍore...

MISC (10)：

前田一貴. 箱玉系と非自励離散戸田格子. 数理解析研究所講究録別冊. 2021. B87. 79-98
赤岩香苗, 前田一貴. Totally nonnegativeなLaurent-Jacobi行列の逆固有値問題の解法について. 九州大学応用力学研究所研究集会報告. 2020. 2019AO-S2. 157-162
前田一貴. 箱玉系の番号・運搬車ルールの拡張について. 九州大学応用力学研究所研究集会報告. 2018. 29AO-S7. 145-150
前田一貴. 番号付き・運搬車付き箱玉系の有限戸田表現. 九州大学応用力学研究所研究集会報告. 2017. 28AO-S6. 1-6
前田一貴, 辻本諭. RII 格子と非自励離散 mKdV 方程式. 九州大学応用力学研究所研究集会報告. 2014. 25AO-S2. 53-58

ｍore...

Books (2)：

Analysis of autonomous many-body particle models from geometric perspective and its applications
Springer 2024 ISBN:9789819997725
Excelによるデータ分析入門
学術研究出版/BookWay 2015 ISBN:9784865840186

Lectures and oral presentations (40)：

離散可積分系を用いた一般化固有値問題から固有値問題への変換について
(神戸可積分系セミナー 2023)
Box-ball systems and biorthogonal polynomials
(CRM Workshop on box-ball systems from integrable systems and probabilistic perspectives 2022)
正規双直交多項式と離散2次元戸田格子
(日本応用数理学会 2022年度年会 2022)
代数方程式に対するニュートン法の可積分な類似物
(日本応用数理学会第18回研究部会連合発表会 2022)
3次方程式に対するNewton法の可積分類似
(可積分系研究の最近の進展ー理論,シミュレーション,応用ー 2021)

ｍore...

Education (3)：

2011 - 2014 Kyoto University Graduate School of Informatics Department of Applied Mathematics and Physics
2009 - 2011 Kyoto University Graduate School of Informatics Department of Applied Mathematics and Physics
2005 - 2009 Kyoto University Faculty of Engineering Undergraduate School of Informatics and Mathematical Science

Professional career (1)：

Work history (7)：

2020/04 - 現在 The University of Fukuchiyama Faculty of Informatics Lecturer
2022/09 - 2023/03 Kwansei Gakuin University School of Science and Technology
2019/04 - 2020/03 The University of Fukuchiyama Lecturer
2015/09 - 2019/03 Kwansei Gakuin University Department of Mathematical Sciences Assistant Professor
2014/04 - 2015/08 Takasaki City University of Economics Faculty of Economics

Show all

Awards (4)：

Association Membership(s) (3)：

THE JAPAN SOCIETY FOR INDUSTRIAL AND APPLIED MATHEMATICS , THE MATHEMATICAL SOCIETY OF JAPAN , THE JAPANESE SOCIETY FOR MATHEMATICAL BIOLOGY

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

Return to Previous Page