Organization
Faculty of Engineering Science Professor
Title
Professor
Contact information
External link
UEMURA,Toshihiro
Degree
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Docor in Science ( 1996.3 )
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修士（理学） ( 1992.3 )
Research Interests
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Theory of Markov Processes
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Dirichlet forms
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Dirichlet forms;Theory of Markov Processes;
Research Areas
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Natural Science / Basic mathematics
Research History
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Kansai University Faculty of Engineering Science
2009.4 - 2010.3
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関西大学システム理工学部数学科 准教授
2009.4 - 2010.3
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Visiting Professor at University of Connecticut, Department of Mathematics, Storrs, CT, USA
2007.3 - 2008.3
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University of Hyogo School of Business Administration, Department of Strategic Management
2004.4 - 2009.3
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Kobe University of Commerce
2002.4 - 2004.3
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Visiting Research Fellow at Sussex University, School of Mathematical Sciences, Brighton, United Kingdom
2002.4 - 2002.8
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Kobe University of Commerce
1998.4 - 2002.3
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Kobe University of Commerce
1996.4 - 1998.3
Professional Memberships
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Institute of Mathematical Statistics
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Japan Mathematical Society
Papers
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Homogenization of symmetric Dirichlet forms Reviewed
UEMURA,Toshihiro, TOMISAKI, Matsuyo
Journal of the Mathematical Society of Japan vol. 74,247-283 2022.1
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On Symmetric Stable-Type Processes with Degenerate/Singular Lévy Densities
UEMURA,Toshihiro, OKAMURA, Haruna
Journal of Theoretical Probability vol.34, 809–826 2021.6
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Homogenization of symmetric Lévy processes on ℝd Reviewed
UEMURA,Toshihiro, Rene L. Schilling
ROMANIAN JOURNAL OF PURE AND APPLIED MATHEMATICS vol. 66,243–253 2021.1
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Weak convergence of regular Dirichlet subspaces.
UEMURA,Toshihiro, YING, Jiangang, LI, Liping
Osaka Journal of Mathematics Vol. 54 (2017), 435-455 2017.7
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On the Conservativeness of Some Markov Processes
UEMURA,Toshihiro, OSHIMA, Yoichi
Potential Analysis Vol. 46 (2017), 609-645 2017.5
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On instability of global path properties of symmetric Dirichlet forms under Mosco-convergence
UEMURA,Toshihiro, SUZUKI, Kohei
Osaka Journal of Mathematics vol. 53 (2016), 567-590 2016.7
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On the recurrence of symmetric jump processes
Toshihiro, Uemura, Hiroyuki, Okura
Forum Mathematicum vol. 27 (2015), 3269-3300 2015.11
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On dual generators for non-local semi-Dirichlet forms
上村 稔大
Probability and Mathematical Statistics Vol. 34, 199-214 2014.11
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On multidimensional diffusion processes with jumps
上村 稔大
Osaka Journal of Mathematics Vol. 51, 969-992 2014.10
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Explosion of Jump-Type Symmetric Dirichlet Forms on $R^d$
UEMURA,Toshihiro, SHIOZAWA, Yuichi
Vol. 27, 404-432 2014.6
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On the conservativeness and the recurrence of symmetric jump-diffusions
Jun Masamune, Toshihiro Uemura, Jian Wang
Journal of Functional Analysis 3984-4008 2012.12
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JUMP-TYPE HUNT PROCESSES GENERATED BY LOWER BOUNDED SEMI-DIRICHLET FORMS
Masatoshi Fukushima, Toshihiro Uemura
ANNALS OF PROBABILITY 40 ( 2 ) 858 - 889 2012.3
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On the structure of the domain of a symmetric jump type Dirichlet form
Rene L. Schilling, Toshihiro Uemura
Publications of the Research Institute for Mathematical Sciences, Kyoto Univ. 48, 1-20 2012.2
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L^p-Liouville property for nonlocal operators Reviewed
Jun Masamune, Toshihiro Uemura
Mathematische Nachrichten 284, 2249-2267 2011.8
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Conservation property of symmetric jump processes
Toshihiro Uemura, Jun Masamune
Annales de l’Institut Henri Poincare'- Probabilites et Statistiques 47, 650-662 2011.8
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Convergence of symmetric Markov chains on Z^d
Richard F. Bass, Takashi Kumagai, Toshihiro Uemura
Probab. Theory and Related Fields 148 (2010), 107-140 2010.9
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Stability of Feller property for non-local operators by bounded perturbations
Yuichi Shiozawa, Toshihiro Uemura
Glasnik Matematicki 45 (2010), 155-172 2010.6
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On exit time from balls of jump-type symmetric Markov processes
T. Uemura
Acta Math. Sinica, English Series, 26 (2010), 185-192 2010
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A remark on non-local operators with variable order
T. Uemura
Osaka Journal of Mathematics, 46 (2009), 503-514 2009
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On an extension of jump-type symmetric Dirichlet forms
T.Uemura
Electronic Communications in Probability 12 (2007), 57-65 2007
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On the Feller property of Dirichlet forms generated by pseudo differential opeartors
R. L. Schilling, T. Uemura
Tohoku Mathematical Journal 59(2007), 401-422 2007
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A family of symmetric stable-like processes and their global properties Reviewed
Yasuki Isozaki, Toshihiro Uemura
Probability and Mathematical Statistics 24, 145-164 2004
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On spectral synthesis for contractive $p$-norms and Besov spaces
Masatoshi Fukushima, Toshihiro Uemura
Potential Analysis 20 (2004) 195-206 2004
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Subcriticality and Gaugeability for Symmetric $\alpha$-Stable Processes
Masayoshi Takeda, Toshihiro Uemura
Forum Mathematicum 16 (2004), 505-517. 2004
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On symmetric stable-like processes: some path properties and generators
Toshihiro Uemura
Journal of Theoretical Probability 17 (2004), 541-555 2004
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On Sobolev and capacitary inequalities for contractive Besov spaces over $d$-sets
Masatoshi Fukushima, Toshihiro Uemura
Potential Analysis 18 (2003), 59-77 2003
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Capacitary bounds of measures and ultracontractivity of time changed processes
Masatoshi Fukushima, Toshihiro Uemura
Journal de Mathematiques Pures et Appliquees 82 (2003), 553-572 2003
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On some path properties of symmetric stable-like processes for one dimension
Toshihiro Uemura
Potential Analysis 16 (2002), 79-91 2002
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Weak convergence of symmetric diffusion processes
Kazuhiro Kuwae, Toshihiro Uemura
Probability Theory and Related Fields 109 (1997), 159-182 1997
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Weak convergence of symmetric diffusion processes II Reviewed
Kazuhiro Kuwae, Toshihiro Uemura
Probability Theory and Mathematical Statistics 1996, 266-275 1996
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On weak convergence of diffusion processes generated by energy forms
Toshihiro Uemura
Osaka Journal of Mathematics 32, 861-869 1995
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A law of large numbers for random sets
Toshihiro Uemura
Fuzzy Sets and Systems 59, 181-188 1993
Books
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Festschrift Masatoshi Fukushima - In Honor of Masatoshi Fukushima's Sanju -(Interdisciplinary Mathematical Sciences Vol.17) Reviewed
UEMURA,Toshihiro, TAKEDA, Masayoshi, Zhen-Qing Chen, Niels Jacob（ Role： Joint editor）
World Scienfitic 2015.1
MISC
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飛躍型 Markov 過程と Dirichlet 形式
上村稔大
日本数学会 秋季総合分科会, 統計数学分科会 2012.9
Presentations
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Some Estimates of Symmetric α-Stable type Processes with Singular/Degenerate L´evy Densities
UEMURA,Toshihiro
The 16th Workshop on Markov Processes and Related Topics 2021.7
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On the conservativeness of some Markov processes
UEMURA,Toshihiro
Japanese-German Open Conference on Stochastic Analysis 2017 2017.9
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Gamma-convergence of symmetric jump-type Dirichlet forms
UEMURA,Toshihiro
Workshop on Jump Processes and Stochastic Analysis 2017 2017.8
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On an optimal stopping problem and a variational inequality
UEMURA,Toshihiro
Workshop on Stochastic Analysis and related topics 2016 2017.5
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On the Mosco Convergence of Symmetric Jump Type Dirichlet Forms
Toshihiro Uemura
The 11th Workshop on Markov Processes and Related Topics 2015.6
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A note on the Mosco convergence of symmetric Dirichlet forms on $R^d$
UEMURA,Toshihiro
2015.6
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On instabilities of global path properties of symmetric Dirichlet forms under the Mosco convergence
上村 稔大, 鈴木 康平
Dirichlet Form Theory and its Applications 2014.10
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On a conservativeness of jump-type semi-Dirichlet forms
上村 稔大
7th International Conference on Stochastic Analysis and its Applications 2014.8
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On instability of global properties of symmeric Dirichlet forms under Mosco convergence
Kohei Suzuki, Toshihiro Uemura
Stochastic Processes and Mathematical Finance 2014.2
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On instability of global path properties of symmetric Markov processes under Mosco Convergence
Kohei Suzuki, Toshihiro Uemura
Proability Symposium as RIMS, Kyoto University 2013.12
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On recurrence of symmetric jump processes
UEMURA,Toshihiro
Dirichlet Forms and Applications - German-Japanese Meeting on Stochastic Analysis - 2013.9
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Mosco convergence of Symmetric Levy Processes
上村 稔大
関西大学確率論セミナー 2013.7
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On dual generators for nonlocal semi-Dirichlet forms
Toshihiro Uemura
6th International Conference on Stochastic Analysis and Its Applications 2012.9
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Explosion of jump-type symmetric Dirichlet forms on R^d
Yuichi Shiozawa, Toshihiro Uemura
2012.3
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飛躍をもつ拡散過程の構成について
Toshihiro Uemura
Colloquium, Department of Mathematics, Nara Womens's University 2012.1
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On conservativeness of symmetric jump processes II
Toshihiro Uemura
Stochastic Analysis and Related Fields 2011.11
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On conservativeness of symmetric jump processes I
Toshihiro Uemura
Stochastic Analysis and Related Fields, 2011.11
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On multidimensional diffusion process with jumps
Toshihiro Uemura
PIMS International workshop `Foundations of Stochastic Analysis (11w5077)' 2011.9
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Jump-type Hunt processes generated by lower bounded semi-Dirichlet forms I
Toshihiro Uemura
NCTS/TPE Activity in Analysis/Probability/Applications 2011.5
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Jump-type Hunt processes generated by lower bounded semi-Dirichlet forms II
Toshihiro Uemura
NCTS/TPE Activity in Analysis/Probability/Applications 2011.5
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On integro-differential operators: Conservativeness and Feller property
Yuichi Shiozawa, Toshihiro Uemura
日本数学会秋季総合分科会 2010.9
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On integro-differential operators: Conservativeness and Feller property
Yuichi Shiozawa, Toshihiro Uemura
34th Conference on Stochastic Processees and Their Applications 2010.9
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Jump-type Hunt processesgenerated by lower bounded semi-Dirichlet forms
Masatoshi Fukushima, Toshihiro Uemura
4th International Conference on Stochastic Analysis and its Applications 2010.9
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Non-Explosion of jump-diffusion on a space with exponential volume growth
X.P. Haung, Jun Masamune, Toshihiro Uemura
4th International Conference on Stochastic Analysis and its Applications 2010.9
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Jump-type Hunt processes generated by lower bounded semi-Dirichlet forms
Masatoshi Fukushima, Toshihiro Uemura
2010.9
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The conservation property of non-local Dirichlet forms
Jun Masamune, Toshihiro Uemura
Geometric Analysis Seminar 2010.6
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On integro-differential operators: Conservativeness and Feller property
Yuichi Shiozawa, Toshihiro Uemura
九州大学 確率論研究会 2010.5
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A note on the Mosco convervence of symmetric Dirichlet forms
UEMURA, Toshihiro
Works
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Dirichlet Forms and Their Geometry
UEMURA,Toshihiro
2017.3
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Workshop on Probability at Kansai University
UEMURA,Toshihiro, SHIOZAWA, Yuichi, YAMAZAKI, Kazutoshi
2015.1
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Workshop on Dirichlet Forms & Stochastic Analysis 2014
上村 稔大, SCHILLING, Rene, L., KIM, Panki
2014.10
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International Conference on Stochastic Processes, Analysis and Mathematical Physics
上村 稔大, 長井 英生, 山崎 和俊, 日野 正訓, 竹田 雅好, 富崎 松代, 塩沢 裕一, JACOB, Niels, CHEN, Zhen-Qing
2014.8
Social Activities
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Second Interdisciplinary and Research Alumni Symposium
Role(s)： Organizing member
the Alexander von Humboldt Foundation and the Excellence Initiative of the German Federal and State Governments Special Program: Mathematics 2018.9
Devising educational methods
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理工系の基礎数学，特に微分積分のを担当をしているが，科目の特性から考えると学生数が非常に多くいるため，じっくり演習の時間を取るということが出来にくい．そこで，TAのサポートを得て，毎回講義の後半10分から15分にかけ小テストを行い，時間があれば，その解説を行うことを試みた．また，そのときにTAにも教室を回ってもらい，個別に質問をうけて，それに答えるようにした．それにより，学生の授業への取り組みが格段に良くなったようだ．また，その小テストの問題と解答をホームページ上で公開するようにした．
Teaching materials
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数学科の専門科目においては，教科書や参考書を指定して，それに沿って講義を行っている，しかし，学生のそのときの理解力や，それまでに得ている事前の知識等を踏まえると，必ずしも教科書の想定している予備知識が十分でないこともあるので，必要に応じて補足説明をつけた資料を毎回作成するようにした．
Teaching method presentations
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特になし
Special notes on other educational activities
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特になし