Research theme for competitive and other funds (21)：
2018 - 2022 Application of the method of fundamental solutions for abnormal diffusion equations in the layered medium
2018 - 2021 逆問題の手法を用いたファイナンス市場における諸問題への総合的研究
2011 - 2015 Studies on direct reconstruction methods and their numerical implementations for the solution of some inverse problems for partial differential equations
2009 - 2012 Mathematics of inverse problems and practical solution methods
2007 - 2009 Reconstruction schemes for inverse problems identifying unknown oefficients and boundaries for partial differential equations
2006 - 2008 A Study on the High-Accuracy Numerical Reconstruction Methods for the Solution of Some Inverse Problems for Partial Differential Equations
2006 - 2008 Further development of the probe and enclosure methods
2005 - 2007 Construction of Numerical Method for Inverse Source Problem in Bioengineering
2003 - 2005 Extraction formulae in Inverse problems
2002 - 2004 Practical Identification of Dipolar Sources in Human Brain
2001 - 2002 Discovery of new methods that may yield reconstruction algorithms in inverse problems
2000 - 2001 Groebner basis of toric ideals on lattices and its applications to mathematical physics
1999 - 2001 Identification of Dipoles in Bioengineering
1996 - 1996 Poisson方程式のソース逆問題における領域形状推定問題に関する研究
1995 - 1995 ポアソン方程式のソース逆問題の数値解法に関する研究
心電図、脳電図逆問題に対する数学的および数値的研究
偏微分方程式の逆問題に関する理論的および数値的研究
ポテンシャル逆問題の数値解法に関する研究
Mathematical and Numerical Studies on Inverse Problems of Electrocardiography and Electroencephalography
Theoretical and Numerical Studies on Inverse Problems of Partial Differential Equations
Numerical Study on the Inverse Potential Problem
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Papers (22)：
Algebraic Reconstruction of a Dipolar Wave Source from Observations on Several Points. Practical Inverse Problems and Their Prospects -Proceedings of PIPTP-. 2023. 247-261
Takashi Ohe. Reconstruction of slowly-moving dipole wave sources from boundary observations. Mathematics for Industry Research. 2016. 5. 1. 27-53
Takashi Ohe. A numerical method for an inverse source problem for a scalar wave equation without optimisation procedures. MI Lecture Note “Inverse problems for practice, the present and the future”. 2014. 54. 67-76
T. Ohe, K. Ohnaka. On an inverse source problem of the Poisson equation using restricted boundary data. Proceedings of The 3rd Japan-Central Europa Joint Workshop on Modelling and Simulation of Non-linear Engineering and Related Phenomena. 1998
A numerical method for finding the convex hull of inclusions using enclosure method
Electromagnetic Nondestructive Evaluation (VI) 2002
On an inverse sourece problem of the Poisson eguation using restricted boundary data
Proceedings of the 3<sup>rd</sup> Japan-Cental Europe Joint Workshop on Modelling and Simulation of Non-linear Engineering Systems and Related Phenomena 1998
Direct reconstruction of time-dependent moving point/dipole wave sources from boundary measurements
(Summer School on Applied Inverse Problems and Related Topics 2019)
Reconstruction of a dipole wave source from point observations
(Applied Inverse Problem Conference 2019 2019)
Numerical studies for biomagnetic inverse problems
2000 -
Education (3)：
1989 - 1993 Osaka University
1987 - 1989 Osaka University Graduate School of Engineering Department of Applied Physics
1983 - 1987 Osaka University School of Engineering
Professional career (1)：
博士(工学) (大阪大学)
Work history (7)：
2012/04 - 現在 Okayama University of Science
2005/04 - 2012/03 岡山理科大学理学部応用数学科・助教授
2002 - 2011 岡山理科大学 助教授
2001/04 - 2002/03 岡山理科大学総合情報学部シミュレーション物理学科・助教授
1997/04 - 2001/03 岡山理科大学総合情報学部シミュレーション物理学科・講師
1996 - 2001 Okayama University of Science
1993 - 1996 Okayama University of Science
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Committee career (2)：
1997/03 - 2004/03 ネットワーク委員
2003/03 - 情報セキュリティ委員
Association Membership(s) (7)：
The Inverse Problems International Association
, SIAM(Society of Industrial and Applied Mathematics)
, 情報処理学会
, 日本応用数理学会
, 日本数学会
, 日本計算数理工学会
, Society of Industrial and Applied Mathematics (SIAM)
