教員・研究者情報 - 和田　正樹

ワダ　マサキ WADA Masaki
和田　正樹

所属福島大学人間発達文化学類数理自然科学コース

職種准教授

学会発表
2022/08/25	Estimates of fundamental solutions for critical Schroedinger forms (International Workshop on Dirichlet forms and related topics)
2022/04/15	加法汎関数の分布について (東北確率論セミナー)
2022/03/05	Spectral functions and distributions of additive functionals (マルコフ過程とその周辺2022)
2020/02/29	Spectral function for the Schrödinger form with a signed measure (Workshop on probability)
2019/12/17	Asymptotic behavior of spectral functions for jump-type Schrödinger forms (確率論シンポジウム2019)
2019/11/18	Asymptotic behavior of the spectral functions for Schrödinger forms (Stochastic Analysis and Related Topics 2019)
2019/09/18	Asymptotic behavior of spectral functions (日本数学会秋季総合分科会)
2019/01/11	Approximation of spectral functions (マルコフ過程とその周辺)
2018/09/27	Fundamental solutions for critical Schroedinger forms (福岡大学確率論セミナー)
2018/03/08	臨界的なシュレディンガー形式における基本解について (マルコフ過程とその周辺)
2017/12/15	Behavior of fundamental solutions for critical Schroedinger operators (確率論シンポジウム2017)
2017/11/13	シュレディンガー形式における基本解の評価について (東京確率論セミナー)
2017/09/11	Large time asymptotics for fundamental solutions of critical Schroedinger operators (日本数学会秋季分科会 2017)
2017/01	Feynman-Kac penalization problem for critical measures of symmetric $alpha$-stable processes (マルコフ過程とその周辺)
2016/12	Ergodic type limit theorem for fundamental solutions of critical Schroedinger operators (確率論シンポジウム2016)
2016/09	Limit theorems for fundamental solutions of Schroedinger operators (日本数学会秋季分科会2016)
2015/09	Large time asymptotics of Feynman-Kac functionals for symmetric $alpha$-stable processes (Stochastic Analysis and Applications, German-Japanese bilateral research project, 2015)
2015/08	Asymptotic behavior of spectral functions for symmetric $alpha$-stable processes (Summer School on Dirichlet Forms and Stochastic Analysis)
2014/08	Large time asymptotics for Feynman-Kac functionals of symmetric stable processes (International Conference on Stochastic Processes, Analysis and Mathematical Physics)
2012/09	Perturbation of Dirichlet forms and stability of fundamental solutions (Stochastic Analysis and Applications, German-Japanese bilateral research project, 2012-2013)