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Suzuki Takashi

鈴木 貴

Specially Appointed Professor

keyword Medical Mathematics,Applied Mathematics,Analysis

Education

  • - 1978, The University of Tokyo
  • - 1978, The University of Tokyo, Graduate School, Division of Science
  • - 1976, The University of Tokyo, Faculty of Science
  • - 1976, The University of Tokyo, Faculty of Science

Research History

  • 2017 - Present, 大阪大学 数理・データ科学教育研究センター 副センター長・特任教授(常勤)
  • 2003 - 2017, - 大阪大学大学院基礎工学研究科 教授
  • 1995 - 2002, Osaka University, Graduate School of Science
  • 1993 - 1995, Ehime University
  • 1993 - 1995, Ehime University, Full Professor
  • 1988 - 1992, Tokyo Metropolitan University
  • 1988 - 1992, Tokyo Metropolitan University, Associate Professor
  • 1986 - 1988, The University of Tokyo
  • 1986 - 1988, University of Tokyo, Lecturer
  • 1978 - 1986, The University of Tokyo
  • 1978 - 1986, University of Tokyo, Research Associate

Research Areas

  • Natural sciences, Mathematical analysis
  • Natural sciences, Basic analysis
  • Natural sciences, Applied mathematics and statistics
  • Natural sciences, Basic mathematics

Professional Memberships

  • 日本癌学会
  • JAPAN SOCIETY FOR CELL BIOLOGY
  • THE JAPANESE SOCIETY FOR MATHEMATICAL BIOLOGY
  • 日本応用数理学会
  • 日本数学会

Papers

  • Relaxation Dynamics of Point Vortices, Ken Sawada,Takashi Suzuki, Vortex Dynamics - From Physical to Mathematical Aspects [Working Title], IntechOpen, 2021/11/09
  • Quasilinear reaction diffusion systems with mass dissipation, Evangelos Latos,Takashi Suzuki, Mathematics in Engineering, American Institute of Mathematical Sciences (AIMS), Vol. 4, No. 5, p. 1-13, 2021/10
  • NFAT indicates nucleocytoplasmic damped oscillation via its feedback modulator, Masashi Muramatsu,Takeshi Ito,Hokuto Shimoji,Miko Komiya,Yuri Miyamura,Koichi Nishiyama,Takashi Suzuki,Takashi Minami, Biochemical and Biophysical Research Communications, Elsevier BV, Vol. 571, p. 201-209, 2021/09
  • Expression of Cancer Stem Cell Markers EpCAM and CD90 Is Correlated with Anti- and Pro-Oncogenic EphA2 Signaling in Hepatocellular Carcinoma, Nobuhiko Asakura,Naotoshi Nakamura,Atsushi Muroi,Yosui Nojima,Taro Yamashita,Shuichi Kaneko,Kazuki Ikeda,Naohiko Koshikawa,Takashi Suzuki, International Journal of Molecular Sciences, MDPI AG, Vol. 22, No. 16, p. 8652-8652, 2021/08/11
  • Level set method for free boundary of invasive cancer cell using different functions of matrix metalloproteinases, Noorehan Yaacob,Sharidan Shafie,Takashi Suzuki,Mohd Ariff Admon, Journal of Physics: Conference Series, IOP Publishing, Vol. 1988, No. 1, p. 012020-012020, 2021/07/01
  • Mass conservative reaction–diffusion systems describing cell polarity, Evangelos Latos,Takashi Suzuki, Mathematical Methods in the Applied Sciences, Wiley, Vol. 44, No. 7, p. 5974-5988, 2021/05/15
  • Bäcklund transformation and localized nonlinear wave solutions of the nonlocal defocusing coupled nonlinear Schrödinger equation, Yunqing Yang,Takashi Suzuki,Jianyong Wang, Communications in Nonlinear Science and Numerical Simulation, Elsevier BV, Vol. 95, p. 105626-105626, 2021/04
  • Cellular and Mathematical Analyses of LUBAC Involvement in T Cell Receptor-Mediated NF-κB Activation Pathway, Daisuke Oikawa,Naoya Hatanaka,Takashi Suzuki,Fuminori Tokunaga, Frontiers in Immunology, Frontiers Media SA, Vol. 11, p. 601926-601926, 2020/11/23
  • 肝細胞がんのシグナル伝達と生物統計による層別化, 朝倉 暢彦,室井 敦,越川 直彦,鈴木 貴, Precision Medicine, Vol. 13, p. 1224-1230, 2020/11
  • Dissipative reaction diffusion systems with polynomial growth, Takashi Suzuki, Adv. Differential Equations, Vol. 25, No. 1/2, p. 81-104, 2020
  • Darboux transformations and exact solutions for the integrable nonlocal Lakshmanan−Porsezian−Daniel equation, Yunqing Yang,Takashi Suzuki,Xueping Cheng, Applied Mathematics Letters, Elsevier BV, Vol. 99, p. 105998-105998, 2020/01
  • Global existence and boundedness in a fully parabolic 2D attractionrepulsion system: chometaxis-dominant case, Takashi Suzuki,Kentarou Fujie, Adv. Math. Sci. Appl. NAS, Vol. 28, 2019/11
  • 数理・情報科学を活用したシグナル伝達と疾患研究の最前線 数理モデルと逆相蛋白質アレイデータによる肝細胞がん悪性化シグナル経路の解析, 鈴木 貴,榎本 将士,朝倉 暢彦,室井 敦,越川 直彦, 日本生化学会大会プログラム・講演要旨集, (公社)日本生化学会, Vol. 92回, p. [2S07m-04], 2019/09
  • 細胞内シグナル伝達経路の数理モデリング, 鈴木 貴, 月刊細胞 (細胞), Vol. 51, p. 360-364, 2019/06
  • Mathematical analysis of gefitinib resistance of lung adenocarcinoma caused by MET amplification, Takeshi Ito,Yuki Kumagai,Keiko Itano,Tomoko Maruyama,Kenji Tamura,Shuji Kawasaki,Takashi Suzuki,Yoshinori Murakami, Biochemical and Biophysical Research Communications, Elsevier BV, Vol. 511, No. 3, p. 544-550, 2019/04
  • Two-Dimensional Signal Transduction during the Formation of Invadopodia, Noor Azhuan, N. A,Poignard, C,Suzuki, T,Shafie, S,Admon, M. A, Malaysian Journal of Mathematical Sciences, Vol. 13, No. 2, p. 155-164, 2019/04
  • 2D Trudinger-Moser inequality for Boltzmann-Poisson equation with continuously distributed muti-intensities (with Y. Toyota), Takashi Suzuki,Yohei Toyota, Springer Calculus of Variations and Partial Differential Equations, Vol. 58, No. 77, 2019/03
  • Large-time asymptotics of a public goods game model with diffusion, Klemens Fellner,Evangelos Latos,Takashi Suzuki, Monatshefte für Mathematik, Vol. 190, No. 1, p. 101-121, 2019/03
  • Critical roles of IκBα and RelA phosphorylation in transitional oscillation in NF-κB signaling module, N. Hatanaka,T. Seki,J. Inoue,A. Tero,Takashi Suzuki, Journal of Theoretical Biology, Vol. 462, p. 479-489, 2019/02
  • Mean field equation for nearly parallel vortex filament systems, Ken Sawada,Takashi Suzuki, Theoretical and Applied Mechanics Japan, A, Vol. 64, p. 3-8, 2019/01
  • Dissipative reaction diffusion systems with quadratic growth, Michel Pierre,Takashi Suzuki,Yoshio Yamada, Indiana University Mathematics Journal, Indiana University Mathematics Journal, Vol. 68, No. 1, p. 291-322, 2019
  • Lotka-Volterra Systems with Periodic Orbits, Manami Kobayashi,Takashi Suzuki,Yoshio Yamada, Funkcialaj Ekvacioj, Division of Functional Equations, The Mathematical Society of Japan (JST), Vol. 62, No. 1, p. 129-155, 2019
  • EphA2とEGFRを介したがん悪性化シグナル経路の数理モデル(Modeling of tumor progression signaling pathway via EphA2 and EGFR), 森 竜樹,榎本 将士,室井 敦,越川 直彦,鈴木 貴, 日本癌学会総会記事, 日本癌学会, Vol. 77回, p. 1341-1341, 2018/09
  • Numerical approach to existence and stability of stationary solutions to a SKT cross-diffusion equation, T. Mori,S. Yotsutani, Math- ematical Models and Methods in Applied Sciences, Vol. 28, p. 2191-2210, 2018/07
  • Asymptotic behavior in chemical reaction-diffusion systems with bound- ary equilibria, M. Pierre,H. Umakoshi, J. Appl. Anal. Comp., Vol. 8, p. 836-858, 2018/06
  • Stability and Spectral Comparison of a Reaction–Diffusion System with Mass Conservation, Evangelos Latos,Yoshihisa Morita,Takashi Suzuki, Journal of Dynamics and Differential Equations, Springer New York LLC, Vol. 30, No. 2, p. 823-844, 2018/06/01
  • Blow-up analysis for Boltzmann–Poisson equation in Onsager's theory for point vortices with multi-intensities, Takashi Suzuki,Yohei Toyota, Journal of Differential Equations, Academic Press Inc., Vol. 264, No. 10, p. 6325-6361, 2018/05/15
  • Asymptotic behaviour of the solution to a virus dynamics model with diffusion, T. Sasaki,T. Suzuki, DCDS-B, ABNS, 2018/03
  • Asymptotic behaviour of the solutions to a virus dynamics model with diffusion, Toru Sasaki,Takashi Suzuki, Discrete and Continuous Dynamical Systems - Series B, American Institute of Mathematical Sciences, Vol. 23, No. 2, p. 525-541, 2018/03/01
  • Study on the tumor-induced angiogenesis using mathematical models., Takashi Suzuki,Dhisa Minerva,Koichi Nishiyama,Naohiko Koshikawa,Mark Andrew Joseph Chaplain, Cancer science, Vol. 109, No. 1, p. 15-23, 2018/01
  • Morse indices of the solutions to the liouville-gel’fand problem with variable coefficients, Tomohiko Sato,Takashi Suzuki, Funkcialaj Ekvacioj, KOBE UNIV, Vol. 61, No. 2, p. 229-265, 2018
  • Shape memory wires in ${\bf R}^3$, S. Okabe,S. Yoshikawa, Shape Memory Alloys, Fundamentals and Applications (ed. F. Ebrahimi), Vol. 2, p. 37-56, 2017/09
  • Global-in-time behavior of weak solutions to reaction-diffusion systems with inhomogeneous Dirichlet boundary condition, Michel Pierre,Takashi Suzuki,Haruki Umakoshi, NONLINEAR ANALYSIS-THEORY METHODS & APPLICATIONS, PERGAMON-ELSEVIER SCIENCE LTD, Vol. 159, p. 393-407, 2017/08
  • Free boundary problem for cell protrusion formations: theoretical and numerical aspects, Olivier Gallinato,Masahito Ohta,Clair Poignard,Takashi Suzuki, JOURNAL OF MATHEMATICAL BIOLOGY, SPRINGER HEIDELBERG, Vol. 75, No. 2, p. 263-307, 2017/08
  • Reaction enhancement by chemotaxis, Elio Espejo,Takashi Suzuki, NONLINEAR ANALYSIS-REAL WORLD APPLICATIONS, PERGAMON-ELSEVIER SCIENCE LTD, Vol. 35, p. 102-131, 2017/06
  • Asymptotic behavior of solutions to chemical reaction-diffusion systems, Michel Pierre,Takashi Suzuki,Rong Zou, JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS, ACADEMIC PRESS INC ELSEVIER SCIENCE, Vol. 450, No. 1, p. 152-168, 2017/06
  • Eigenvalues and eigenfuctions of double layer potentials, Y. Miyanishi, Trans. Amer. Math. Soc., Vol. 369, p. 8037-8059, 2017/05
  • Shape memory wires in R3, S. Okabe,S. Yoshikawa, Shape Memory Alloys, Fundamentals and Applications (ed. F. Ebrahimi), 2017/04
  • 生命科学研究に数理モデルとシミュレーションを取り入れる際の基礎知識, 鈴木貴, 実験医学増刊, はじめての数理モデルとシミュレーション,, 羊土社, p. 10-45, 2017/04
  • On the dynamics of a non-local parabolic equation arising from the Gierer-Meinhardt system, N. I. Kavallaris, Nonlinearity, Vol. 30, p. 1734-1761, 2017/04
  • Asymptotic behavior of renormalized solution to chemical reaction diffusion systems, M. Pierre,R. Zou, JMAA, Vol. 450, p. 152-168, 2017/04
  • A non-local parabolic equation associated with Gierer-Meinhardt system, Nikos Kavallaris,Takashi Suzuki, Nonlinearity, 2017/03
  • A priori bounds for superlinear elliptic equations with semidefinite nonlinearity, Yūki Naito,Takashi Suzuki,Yohei Toyota, NONLINEAR ANALYSIS-THEORY METHODS & APPLICATIONS, PERGAMON-ELSEVIER SCIENCE LTD, Vol. 151, p. 18-40, 2017/03
  • Relaxation theory for point vortices, K. Sawada, Vortex Structures in Fluid Dynamic Problems, Vol. 11, p. 205-224, 2017/03
  • On the dynamics of a non-local parabolic equation arising from the Gierer-Meinhardt system, N.I. Kavallaris, Nonlinearity, Vol. 30, p. 1734-1761, 2017/03
  • Finding Solvable Units of Variables in Nonlinear ODEs of ECM Degradation Pathway Network, Shuji Kawasaki,Dhisa Minerva,Keiko Itano,Takashi Suzuki, COMPUTATIONAL AND MATHEMATICAL METHODS IN MEDICINE, HINDAWI LTD, Vol. 2017, p. 1-15, 2017
  • Mathematical Modeling for Break Down of Dynamical Equilibrium in Bone Metabolism, Takashi Suzuki,Keiko Itano,Rong Zou,Ryo Iwamoto,Eisuke Mekada, ROLE AND IMPORTANCE OF MATHEMATICS IN INNOVATION, SPRINGER-VERLAG SINGAPORE PTE LTD, Vol. 25, p. 25-34, 2017
  • あるN分子パスウェイネットワークの数理モデリングと数学的解析, 板野景子,鈴木貴, 日本応用数理学会論文誌, 2016/12
  • First and second Hadamard variational formulae of the Green function for general domain perturbations, Takashi Suzuki,Takuya Tsuchiya, JOURNAL OF THE MATHEMATICAL SOCIETY OF JAPAN, MATH SOC JAPAN, Vol. 68, No. 4, p. 1389-1419, 2016/10
  • Critical blowup exponent to a class of semilinear elliptic equations with constraints in higher dimension-local properties, Takashi Suzuki,Ryo Takahashi, ANNALI DI MATEMATICA PURA ED APPLICATA, SPRINGER HEIDELBERG, Vol. 195, No. 4, p. 1123-1151, 2016/08
  • Enhancement of BGA-void defect detection in poor contrast X-ray images using conformal mapping, S. Nuanprasert,K.W. Lee,A.H.M. Murid,S. Baba, ICIC Express Letters Part B: Applications, 2016/04
  • Critical blowup exponent to a class of semilinear elliptic equations with constraints in higher dimensions - local properties, R. Takahashi, Ann. Mate. Pura Appl., 2016/04
  • 「脳磁図解析のためのノイズを含む多チャンネルデータからのノイズ共分散行列の直接推定法」, ソムチャイ・ヌアンプラサート,山岸弘幸, 日本生体磁気学会誌特別号, Vol. 29, p. 28-29, 2016/04
  • ノイズ共分散の直接的計算による脳磁場源推定, ソムチャイ ヌアンプラサート,山岸弘幸, 日本応用数理学会論文誌, Vol. 26, p. 353-380, 2016/04
  • Enhancement of BGA-void defect detection in poor contrast X-ray images using conformal mapping, S. Nuanprasert,K.W. Lee,A.H.M. Murid,S. Baba, ICIC Express Letters Part B: Applications, p. 105-110, 2016/04
  • Global classical solutions for mass-conserving, (super)-quadratic reaction-diffusion systems in three and higher space dimensions, K. Fellner,E. Latos, Discrete Cont. Dyn. Syst. B, Vol. 21, p. 3441-3462, 2016/04
  • Chemotaxis system with quadratic dissipation and logistic source, E. Latos, Adv. Math. Sci. Appl., Vol. 15, p. 207-227, 2016/04
  • A Mathematical Study on the System of Partial Differential Equations Describing Reverse-Flow Reactor, Ratno Bagus Edy Wibowo,Takashi Suzuki,Ryo Takahashi, MATHEMATICAL MODELLING AND ANALYSIS, VILNIUS GEDIMINAS TECH UNIV, Vol. 21, No. 4, p. 550-568, 2016
  • Almost collapse mass quantization in 2D Smoluchowski-Poisson equation, Takashi Suzuki, MATHEMATICAL METHODS IN THE APPLIED SCIENCES, WILEY-BLACKWELL, Vol. 38, No. 16, p. 3587-3600, 2015/11
  • An analytic approach to the normalized Ricci flow-like equation: Revisited, Nikos I. Kavallaris,Takashi Suzuki, APPLIED MATHEMATICS LETTERS, PERGAMON-ELSEVIER SCIENCE LTD, Vol. 44, p. 30-33, 2015/06
  • A simple automated void defect detection for poor contrast X-ray images of BGA, N. Somchai,S. Baba, Proc. 3rd International Conference on Indsutrial Application Engineering 2015., 2015/04
  • Existence and uniqueness of mild solutions for fractional semilinear differential equations, Takashi Suzuki,B.H. Guswanto, Electronic J. Differential Equations, No. 168, p. 1-16, 2015/04
  • Dynamic Regulation of a Cell Adhesion Protein Complex Including CADM1 by Combinatorial Analysis of FRAP with Exponential Curve-Fitting, Mika Sakurai-Yageta,Tomoko Maruyama,Takashi Suzuki,Kazuhisa Ichikawa,Yoshinori Murakami, PLOS ONE, PUBLIC LIBRARY SCIENCE, Vol. 10, No. 3, 2015/03
  • Reaction terms avoiding aggregation in slow fluids, Elio Espejo,Takashi Suzuki, NONLINEAR ANALYSIS-REAL WORLD APPLICATIONS, PERGAMON-ELSEVIER SCIENCE LTD, Vol. 21, p. 110-126, 2015/02
  • Fst-Filter: A Flexible Spatio-Temporal Filter for Biomedical Multichannel Data Denoising, Somchai Nuanprasert,Yoshiaki Adachi,Takashi Suzuki, 2015 37TH ANNUAL INTERNATIONAL CONFERENCE OF THE IEEE ENGINEERING IN MEDICINE AND BIOLOGY SOCIETY (EMBC), IEEE, p. 2767-2770, 2015
  • An Efficient Method of Occluded Solder Ball Segmentation for Automated BGA Void Defect Inspection using X-ray Images, Somchai Nuanprasert,Sueki Baba,Takashi Suzuki, IECON 2015 - 41ST ANNUAL CONFERENCE OF THE IEEE INDUSTRIAL ELECTRONICS SOCIETY, IEEE, p. 3308-3313, 2015
  • Global-In-Time Behavior of Lotka-Volterra System with Diffusion: Skew-Symmetric Case, Takashi Suzuki,Yoshio Yamada, INDIANA UNIVERSITY MATHEMATICS JOURNAL, INDIANA UNIV MATH JOURNAL, Vol. 64, No. 1, p. 181-216, 2015
  • Blowup in infinte time for 2D Smoluchowski-Poisson equation, Vol. 28, p. 601-630, 2015/01
  • Global existence and blow-up for a system describing the aggregation of microglia, Elio Espejo,Takashi Suzuki, APPLIED MATHEMATICS LETTERS, PERGAMON-ELSEVIER SCIENCE LTD, Vol. 35, p. 29-34, 2014/09
  • Pathway network analysis and an application to the ODE model of MMP2 activation in the early stage of cance cell invasion, D. Minerva,S. Kawasaki, International Symposium on Biomathematic (SYMOMATH 2014), Brawijaya University, Malang, Indonesia., Vol. 1651, p. 99-104, 2014/04
  • Roles of Raft-Anchored Adaptor Cbp/PAG1 in Spatial Regulation of c-Src Kinase, Takashi Saitou,Kentaro Kajiwara,Chitose Oneyama,Takashi Suzuki,Masato Okada, PLOS ONE, PUBLIC LIBRARY SCIENCE, Vol. 9, No. 3, 2014/03
  • Global dynamics of a reaction-diffusion system with mass conservation, Evangelos Latos,Takashi Suzuki, JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS, ACADEMIC PRESS INC ELSEVIER SCIENCE, Vol. 411, No. 1, p. 107-118, 2014/03
  • Non-local reaction-diffusion system involving reaction radius II: rate of convergence, Nikos I. Kavallaris,Takashi Suzuki, IMA JOURNAL OF APPLIED MATHEMATICS, OXFORD UNIV PRESS, Vol. 79, No. 1, p. 1-21, 2014/02
  • BROWNIAN POINT VORTICES AND DD-MODEL, Takashi Suzuki, DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS-SERIES S, AMER INST MATHEMATICAL SCIENCES, Vol. 7, No. 1, p. 161-176, 2014/02
  • Expecting New Developments of the Japan Society for Industry and Applied Mathematics(<Special Article>JSIAM Fellows), Suzuki Takashi, Bulletin of the Japan Society for Industrial and Applied Mathematics, The Japan Society for Industrial and Applied Mathematics, Vol. 24, No. 3, p. 99-99, 2014
  • Morse Indices of Multiple Blow-Up Solutions to the Two-Dimensional Gel'fand Problem, Francesca Gladiali,Massimo Grossi,Hiroshi Ohtsuka,Takashi Suzuki, COMMUNICATIONS IN PARTIAL DIFFERENTIAL EQUATIONS, TAYLOR & FRANCIS INC, Vol. 39, No. 11, p. 2028-2063, 2014
  • On a perturbed system of chemotaxis, II, Masaki Kurokiba,Takashi Suzuki,Ryo Takahashi, International Journal of Pure and Applied Mathematics, Academic Press, Vol. 92, No. 3, p. 305-334, 2014
  • Duality and best constant for a Trudinger-Moser inequality involving probability measures, Tonia Ricciardi,Takashi Suzuki, JOURNAL OF THE EUROPEAN MATHEMATICAL SOCIETY, EUROPEAN MATHEMATICAL SOC, Vol. 16, No. 7, p. 1327-1348, 2014
  • BLOWUP THRESHOLD AND COLLAPSE MASS SEPARATION FOR A DRIFT-DIFFUSION SYSTEM IN SPACE-DIMENSION TWO, Elio Espejo,Masaki Kurokiba,Takashi Suzuki, COMMUNICATIONS ON PURE AND APPLIED ANALYSIS, AMER INST MATHEMATICAL SCIENCES, Vol. 12, No. 6, p. 2627-2644, 2013/11
  • Exclusion of boundary blowup for 2D chemotaxis system provided with Dirichlet boundary condition for the Poisson part, T. Suzuki, JOURNAL DE MATHEMATIQUES PURES ET APPLIQUEES, GAUTHIER-VILLARS/EDITIONS ELSEVIER, Vol. 100, No. 3, p. 347-367, 2013/09
  • Irrotational Blowup of the Solution to Compressible Euler Equation, Takashi Suzuki, JOURNAL OF MATHEMATICAL FLUID MECHANICS, SPRINGER BASEL AG, Vol. 15, No. 3, p. 617-633, 2013/09
  • Positive solution to semilinear parabolic equation associated with critical Sobolev exponent, Michinori Ishiwata,Takashi Suzuki, NODEA-NONLINEAR DIFFERENTIAL EQUATIONS AND APPLICATIONS, SPRINGER BASEL AG, Vol. 20, No. 4, p. 1553-1576, 2013/08
  • GLOBAL-IN-TIME BEHAVIOR OF THE SOLUTION TO A GIERER-MEINHARDT SYSTEM, Georgia Karali,Takashi Suzuki,Yoshio Yamada, DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS, AMER INST MATHEMATICAL SCIENCES-AIMS, Vol. 33, No. 7, p. 2885-2900, 2013/07
  • Non-local reaction-diffusion system involved by reaction radius I, Nikos I. Kavallaris,Takashi Suzuki, IMA JOURNAL OF APPLIED MATHEMATICS, OXFORD UNIV PRESS, Vol. 78, No. 3, p. 614-632, 2013/06
  • Critical Role of Transient Activity of MT1-MMP for ECM Degradation in Invadopodia, Ayako Watanabe,Daisuke Hosino,Naohiko Koshikawa,Motoharu Seiki,Takashi Suzuki,Kazuhisa Ichikawa, PLOS COMPUTATIONAL BIOLOGY, PUBLIC LIBRARY SCIENCE, Vol. 9, No. 5, 2013/05
  • Trudinger-Moser inequality for point vortex mean field limit with multi-intensities, X. Zhang, Kokyuroku RIMS, Vol. 1837, p. 1-19, 2013/04
  • A Lotka-Volterra system with diffusion, Y. Yamada, Proceedings of the 5th Polish-Japanese days, Gakuto Internatioinal Series on Mathematical Sciences and Applications, p. 215-236, 2013/04
  • Derivation of the equilibrium mean field equation of point vortex system and vortex filament system, K. Sawada,T. Suzuki, Theoretical and Applied Mechanics Japan, Vol. 61, p. 201-206, 2013/04
  • Asymptotic non-degeneracy of multiple blowup solutions to the Liouville-Gel'fand problem with an inhomogeneous coefficient, Hiroshi Ohtsuka,Tomohiko Sato,Takashi Suzuki, JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS, ACADEMIC PRESS INC ELSEVIER SCIENCE, Vol. 398, No. 2, p. 692-706, 2013/02
  • The Phosphoinositide-Binding Protein ZF21 Regulates ECM Degradation by Invadopodia, Daisuke Hoshino,Makoto Nagano,Anri Saitoh,Naohiko Koshikawa,Takashi Suzuki,Motoharu Seiki, PLOS ONE, PUBLIC LIBRARY SCIENCE, Vol. 8, No. 1, 2013/01
  • Control and inhibition analysis of complex formation processes, Takashi Saitou,Keiko Itano,Daisuke Hoshino,Naohiko Koshikawa,Motoharu Seiki,Kazuhisa Ichikawa,Takashi Suzuki, THEORETICAL BIOLOGY AND MEDICAL MODELLING, BIOMED CENTRAL LTD, Vol. 9, 2012/08
  • Mathematical models of tumor growth systems, Takashi Suzuki, Mathematica Bohemica, Vol. 137, p. 201-218, 2012/06
  • Transient and asymptotic dynamics of a prey-predator system with diffusion, Evangelos Latos,Takashi Suzuki,Yoshio Yamada, MATHEMATICAL METHODS IN THE APPLIED SCIENCES, WILEY-BLACKWELL, Vol. 35, No. 9, p. 1101-1109, 2012/06
  • Establishment and Validation of Computational Model for MT1-MMP Dependent ECM Degradation and Intervention Strategies, Daisuke Hoshino,Naohiko Koshikawa,Takashi Suzuki,Vito Quaranta,Alissa M. Weaver,Motoharu Seiki,Kazuhisa Ichikawa, PLOS COMPUTATIONAL BIOLOGY, PUBLIC LIBRARY SCIENCE, Vol. 8, No. 4, 2012/04
  • Mathematical modeling of invadopodia formation, Takashi Saitou,Mahemuti Rouzimaimaiti,Naohiko Koshikawa,Motoharu Seiki,Kazuhisa Ichikawa,Takashi Suzuki, JOURNAL OF THEORETICAL BIOLOGY, ACADEMIC PRESS LTD- ELSEVIER SCIENCE LTD, Vol. 298, p. 138-146, 2012/04
  • Stationary solutions to a strain-gradient type thermoviscoelastic system, Takashi Suzuki with I. Pawlow,S. Tasaki, Differential and Integral Equations, Vol. 25, p. 289-340, 2012/04
  • DEGENERATE PARABOLIC EQUATION WITH CRITICAL EXPONENT DERIVED FROM THE KINETIC THEORY, III, epsilon-REGULARITY, Takashi Suzuki,Ryo Takahashi, DIFFERENTIAL AND INTEGRAL EQUATIONS, KHAYYAM PUBL CO INC, Vol. 25, No. 3-4, p. 223-250, 2012/03
  • DEGENERATE PARABOLIC EQUATION WITH CRITICAL EXPONENT DERIVED FROM THE KINETIC THEORY, III, epsilon-REGULARITY, Takashi Suzuki,Ryo Takahashi, DIFFERENTIAL AND INTEGRAL EQUATIONS, KHAYYAM PUBL CO INC, Vol. 25, No. 3-4, p. 223-250, 2012/03
  • SIMULTANEOUS BLOWUP AND MASS SEPARATION DURING COLLAPSE IN AN INTERACTING SYSTEM OF CHEMOTACTIC SPECIES, Elio Eduardo Espejo,Angela Stevens,Takashi Suzuki, DIFFERENTIAL AND INTEGRAL EQUATIONS, KHAYYAM PUBL CO INC, Vol. 25, No. 3-4, p. 251-288, 2012/03
  • STABILITY OF THE STEADY STATE FOR MULTI-DIMENSIONAL THERMOELASTIC SYSTEMS OF SHAPE MEMORY ALLOYS, Takashi Suzuki,Shuji Yoshikawa, DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS-SERIES S, AMER INST MATHEMATICAL SCIENCES, Vol. 5, No. 1, p. 209-217, 2012/02
  • REACTION DIFFUSION EQUATION WITH NON-LOCAL TERM ARISES AS A MEAN FIELD LIMIT OF THE MASTER EQUATION, Kazuhisa Ichikawa,Mahemauti Rouzimaimaiti,Takashi Suzuki, DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS-SERIES S, AMER INST MATHEMATICAL SCIENCES, Vol. 5, No. 1, p. 115-126, 2012/02
  • Activity Group on Mathematical Medicine(Reports from Activity Groups), Suzuki Takashi, Bulletin of the Japan Society for Industrial and Applied Mathematics, The Japan Society for Industrial and Applied Mathematics, Vol. 22, No. 2, p. 156-157, 2012
  • 位相幾何学的手法に基づくアルゴリズムによる癌病変組織部抽出法の開発, 鈴木 貴,中村和昭,Marcio Gameiro,松浦成昭, 日本応用数理学会誌, Vol. 22, p. 97-108, 2012
  • VANISHING p-CAPACITY OF SINGULAR SETS FOR p-HARMONIC FUNCTIONS, Tomohiko Sato,Takashi Suzuki,Futoshi Takahashi, ELECTRONIC JOURNAL OF DIFFERENTIAL EQUATIONS, TEXAS STATE UNIV, Vol. 67, p. 1-15, 2011/05
  • A combined scheme for computing numerical solutions of a free boundary problem, Inter. J. Math. Comp. Simu., Vol. 1, p. 53-60, 2011/03
  • A symptotic non-degeneracy of the multiple blow-up solutions to the Gel'fand problem in two space dimensions, T.Suzuki,M. Grossi,H. Ohtsuka, Adv. Differential Equations, 2011/03
  • Asymptotic non-degeneracy of the multiple blow-up solutions to the Gel'fand problem in two space dimensions, Takashi Suzuki with,M. Grossi,H. Ohtsuka, Advances in Differential Equations, Vol. 16, p. 145-164, 2011/02
  • Hamilton formalism to compressible non-viscous fluid equations and application, Murakami T,Suzuki T,Tasaki S, NCTAM, Vol. 59, 2011/01
  • Weak formulation of Hadamard variation applied to the filtration problem, Takashi Suzuki,Takuya Tsuchiya, JAPAN JOURNAL OF INDUSTRIAL AND APPLIED MATHEMATICS, KINOKUNIYA CO LTD, Vol. 28, No. 2, p. 327-350, 2011
  • Stochastic simulation of biological reactions, and its applications for studying actin polymerization, Kazuhisa Ichikawa,Takashi Suzuki,Noboru Murata, PHYSICAL BIOLOGY, IOP PUBLISHING LTD, Vol. 7, No. 4, 2010/12
  • Stationary solutions to a thermoelastic system on shape memory materials, Takashi Suzuki,Souhei Tasaki, NONLINEARITY, IOP PUBLISHING LTD, Vol. 23, No. 10, p. 2623-2656, 2010/10
  • DEGENERATE PARABOLIC EQUATION WITH CRITICAL EXPONENT DERIVED FROM THE KINETIC THEORY, IV, STRUCTURE OF THE BLOWUP SET, Takashi Suzuki,Ryo Takahashi, ADVANCES IN DIFFERENTIAL EQUATIONS, KHAYYAM PUBL CO INC, Vol. 15, No. 9-10, p. 853-892, 2010/09
  • Blow-up analysis for an elliptic equation describing stationary vortex flows with variable intensities in 2D-turbulence, Hiroshi Ohtsuka,Tonia Ricciardi,Takashi Suzuki, JOURNAL OF DIFFERENTIAL EQUATIONS, ACADEMIC PRESS INC ELSEVIER SCIENCE, Vol. 249, No. 6, p. 1436-1465, 2010/09
  • 電流双極子を自動決定する複数電流双極子推定手法, 佐藤真,足立善昭,鈴木貴, 日本生体磁気学会誌, 2010/06
  • Biot-Savart の式を用いたクラスタリング脳磁場源解析の妥当性, 林娟,山岸弘幸,鈴木貴, 日本生体磁気学会誌, 2010/05
  • Stationary solutions to the Falk system on shape memory alloys, Takashi Suzuki,Souhei Tasaki, MATHEMATICAL METHODS IN THE APPLIED SCIENCES, JOHN WILEY & SONS LTD, Vol. 33, No. 8, p. 994-1011, 2010/05
  • On the total mass and energy conservation for isentropic Euler equation, Takashi Suzuki with,T. Murakami, Theoretical and Applied Mechanics Japan, Vol. 59, p. 229-232, 2010/04
  • Biot-Savart の式を用いたクラスタリング脳磁場源解析の妥当性, 林娟,山岸弘幸,鈴木貴, 日本生体磁気学会誌, 2010/03
  • An analytic approach to the normalized Ricci flow-like equation, Nikos I. Kavallaris,Takashi Suzuki, NONLINEAR ANALYSIS-THEORY METHODS & APPLICATIONS, PERGAMON-ELSEVIER SCIENCE LTD, Vol. 72, No. 5, p. 2300-2317, 2010/03
  • Semilinear parabolic equation in RN associated with critical Sobolev exponent, Ryo Ikehata,Michinori Ishiwata,Takashi Suzuki, Annales de l'Institut Henri Poincare (C) Analyse Non Lineaire, Elsevier Masson SAS, Vol. 27, No. 3, p. 877-900, 2010
  • Global in time solution to a class of tumour growth systems, Takashi Suzuki,R. Takahashi, Advances in Mathematical Sciences and Applications, 2009/12
  • Degenerate parabolic equation derived from the kinetic theory, Takashi Suzuki,R. Takahashi, Theoretical and Applied Mechanics Japan, Vol. 57, p. 185-190, 2009/11
  • DEGENERATE PARABOLIC EQUATION WITH CRITICAL EXPONENT DERIVED FROM THE KINETIC THEORY, II, BLOWUP THRESHOLD, Takashi Suzuki,Ryo Takahashi, DIFFERENTIAL AND INTEGRAL EQUATIONS, KHAYYAM PUBL CO INC, Vol. 22, No. 11-12, p. 1153-1172, 2009/11
  • Stationary Fix-Caginalp equation with non-local term, Takashi Suzuki,Souhei Tasaki, NONLINEAR ANALYSIS-THEORY METHODS & APPLICATIONS, PERGAMON-ELSEVIER SCIENCE LTD, Vol. 71, No. 3-4, p. 1329-1349, 2009/08
  • DEGENERATE PARABOLIC EQUATION WITH CRITICAL EXPONENT DERIVED FROM THE KINETIC THEORY, I, GENERATION OF THE WEAK SOLUTION, Takashi Suzuki,Ryo Takahashi, ADVANCES IN DIFFERENTIAL EQUATIONS, KHAYYAM PUBL CO INC, Vol. 14, No. 5-6, p. 433-476, 2009/05
  • Degenerate parabolic equation with critical exponent derived from the kinetic theory, II., blowup threshold, 2009/04
  • Global in time solution to a class of tumor growth systems, Adv. Math. Sci. Appl., Vol. 19, p. 503-524, 2009/04
  • Rigorous derivation of the mean field equation for a point vortex system, K. Sawada,T. Suzuki, Theoretical and Applied Mechanics Japan, Vol. 57, p. 233-239, 2009/03
  • Degenerate parabolic equation derived from the kinetic theory, I., generation of the weak solution, T. Suzuki,R. Takahashi, Adv. Differential Equations, 2009/01
  • 平行最適化とクラスタリングを用いたMEG 逆問題解析アルゴリズムの開発, 林娟,山岸弘幸,鈴木貴, 日本生体磁気学会誌, 2008/09
  • Capacity estimate for the blow-up set of parabolic equations, Takashi Suzuki,Futoshi Takahashi, MATHEMATISCHE ZEITSCHRIFT, SPRINGER, Vol. 259, No. 4, p. 867-878, 2008/08
  • 移動目標物の追尾制御に関する考察, 高木史朗,坂原洋人,田端哲,山岸弘幸,宮崎文夫,鈴木貴, 日本ロボット学会誌, 2008/08
  • Asymptotic behavior of the solution to the non-isothermal phase separation, Akio Ito,Takashi Suzuki, NONLINEAR ANALYSIS-THEORY METHODS & APPLICATIONS, PERGAMON-ELSEVIER SCIENCE LTD, Vol. 68, No. 7, p. 1825-1843, 2008/04
  • Weak solutions to the Navier-Stokes-Poisson equation, T. Kobayashi,T. Suzuki, Adv. Math. Sci. Appl., Vol. 18, p. 141-168, 2008/03
  • Local property of the mountain-pass critical point and the mean field equation, H. Ohtsuka,T. Suzuki, Differential and Integral Equations, Vol. 21, p. 421-432, 2008/02
  • Chapter 4 Nonlinear eigenvalue problem with quantization, Takashi Suzuki,Futoshi Takahashi, Handbook of Differential Equations: Stationary Partial Differential Equations, Vol. 5, p. 277-370, 2008
  • Semilinear Parabolic Equation on Bounded Domain with Critical Sobolev Exponent, Takashi Suzuki, INDIANA UNIVERSITY MATHEMATICS JOURNAL, INDIANA UNIV MATH JOURNAL, Vol. 57, No. 7, p. 3365-3396, 2008
  • Touchdown and related problems in electrostatic MEMS device equation, Nikos I. Kavallaris,Tosiya Miyasita,Takashi Suzuki, NODEA-NONLINEAR DIFFERENTIAL EQUATIONS AND APPLICATIONS, BIRKHAUSER VERLAG AG, Vol. 15, No. 3, p. 363-385, 2008
  • Derivation of the equilibrium mean field equations of point vortex system and vortex filament system, Ken Sawada,Takashi Suzuki, Theoretical and Applied Mechanics Japan, Science Council of Japan, Vol. 56, p. 285-290, 2008
  • Variational and scaling properties of self-interacting fluids and their mass quantizations, Takashi Suzuki, Theoretical and Applied Mechanics Japan, Science Council of Japan, Vol. 56, p. 207-213, 2008
  • Self-similarity in chemotaxis systems, Yūki Naito,Takashi Suzuki, Colloquium Mathematicum, Instytut Matematyczny, Vol. 111, No. 1, p. 11-34, 2008
  • On a perturbed system of chemotaxis, M. Kurokiba,T. Suzuki, International J. Mathematical Analysis, Vol. 1, p. 1261-1272, 2007/12
  • Blowup in infinite time in the simplified system of chemotaxis, H. Ohtsuka,T. Senba,T. Suzuki, Adv. Math. Sci. Appl., Vol. 17, p. 445-472, 2007/12
  • Method of the blowup envelope and applications, T. Suzuki, Advanced Studies in Pure Mathematics, Vol. 47-2, p. 519-542, 2007/12
  • Stability of the steady state for the Falk model system of shape memory alloys, Takashi Suzuki,Shuji Yoshikawa, MATHEMATICAL METHODS IN THE APPLIED SCIENCES, JOHN WILEY & SONS LTD, Vol. 30, No. 17, p. 2233-2245, 2007/11
  • 脳磁図分析-医学における逆問題, 鈴木貴, 2007/07
  • Mathematical models of tumour angiogenesis, Akisato Kubo,Takashi Suzuki, JOURNAL OF COMPUTATIONAL AND APPLIED MATHEMATICS, ELSEVIER SCIENCE BV, Vol. 204, No. 1, p. 48-55, 2007/07
  • ON THE FINITE-TIME BLOW-UP OF A NON-LOCAL PARABOLIC EQUATION DESCRIBING CHEMOTAXIS, Nikos I. Kavallaris,Takashi Suzuki, DIFFERENTIAL AND INTEGRAL EQUATIONS, KHAYYAM PUBL CO INC, Vol. 20, No. 3, p. 293-308, 2007/03
  • Asymptotic non-degeneracy of the solution to the Liouville-Gel'fand problem in two dimensions, Tomohiko Sato,Takashi Suzuki, COMMENTARII MATHEMATICI HELVETICI, EUROPEAN MATHEMATICAL SOC, Vol. 82, No. 2, p. 353-369, 2007
  • Blow-up analysis for SU(3) Toda system, Hiroshi Ohtsuka,Takashi Suzuki, JOURNAL OF DIFFERENTIAL EQUATIONS, ACADEMIC PRESS INC ELSEVIER SCIENCE, Vol. 232, No. 2, p. 419-440, 2007/01
  • Existence of type II blowup solutions for a semilinear heat equation with critical nonlinearity, Yuki Naito,Takashi Suzuki, JOURNAL OF DIFFERENTIAL EQUATIONS, ACADEMIC PRESS INC ELSEVIER SCIENCE, Vol. 232, No. 1, p. 176-211, 2007/01
  • Mean field equation for equilibrium vortices with neutral orientation, Ken Sawada,Takashi Suzuki,Futoshi Takahashi, NONLINEAR ANALYSIS-THEORY METHODS & APPLICATIONS, PERGAMON-ELSEVIER SCIENCE LTD, Vol. 66, No. 2, p. 509-526, 2007/01
  • Clustering applied to the acoustic source localization, Tatsunari Iga,Takashi Suzuki, COMPUTERS & MATHEMATICS WITH APPLICATIONS, PERGAMON-ELSEVIER SCIENCE LTD, Vol. 52, No. 5, p. 671-676, 2006/09
  • Interface vanishing for solutions to Maxwell and Stokes systems, Takayuki Kobayashi,Takashi Suzuki,Kazuo Watanabe, JOURNAL OF MATHEMATICAL FLUID MECHANICS, SPRINGER BASEL AG, Vol. 8, No. 3, p. 382-397, 2006/08
  • Asymptotic behavior of the solution to the non-isothermal phase field equation, A Ito,T Suzuki, NONLINEAR ANALYSIS-THEORY METHODS & APPLICATIONS, PERGAMON-ELSEVIER SCIENCE LTD, Vol. 64, No. 11, p. 2454-2479, 2006/06
  • A blowup analysis to the mean field equation for arbitrarily-signed vortex, Takashi Suzuki with,H. Ohtsuka, Banach Center Publications, Vol. 74, p. 185-197, 2006/04
  • Mean field equation for the equilibrium turbulence and a related functional inequality, Takashi Suzuki with,H. Ohtsuka, Advances in Differential Equations, Vol. 11, p. 281-304, 2006/03
  • A quasi-linear parabolic system of chemotaxis, Takasi Senba,Takasi Suzuki, ABSTRACT AND APPLIED ANALYSIS, HINDAWI PUBLISHING CORPORATION, 2006
  • Notes on finite difference schemes to a parabolic-elliptic system modelling chemotaxis, N Saito,T Suzuki, APPLIED MATHEMATICS AND COMPUTATION, ELSEVIER SCIENCE INC, Vol. 171, No. 1, p. 72-90, 2005/12
  • Some existence results for solutions to SU(3) Toda system, D Chae,H Ohtsuka,T Suzuki, CALCULUS OF VARIATIONS AND PARTIAL DIFFERENTIAL EQUATIONS, SPRINGER, Vol. 24, No. 4, p. 403-429, 2005/12
  • Parallel optimization applied to magnetoencephalography, T Suzuki, JOURNAL OF COMPUTATIONAL AND APPLIED MATHEMATICS, ELSEVIER SCIENCE BV, Vol. 183, No. 1, p. 177-190, 2005/11
  • Finite element approximation for degenerate parabolic equations. An application of nonlinear semigroup theory, A Mizutani,N Saito,T Suzuki, ESAIM-MATHEMATICAL MODELLING AND NUMERICAL ANALYSIS-MODELISATION MATHEMATIQUE ET ANALYSE NUMERIQUE, EDP SCIENCES S A, Vol. 39, No. 4, p. 755-780, 2005/07
  • Convergence analysis of trial free boundary methods for the two-dimensional filtration problem, T Suzuki,T Tsuchiya, NUMERISCHE MATHEMATIK, SPRINGER, Vol. 100, No. 3, p. 537-564, 2005/05
  • Convexity and uniqueness of the solution to the Liouville equation, Takashi Suzuki with,T. Sato, International Journal of Pure and Applied Mathematics, Vol. 23, p. 1-21, 2005/05
  • Blow-up analysis for Liouville type equation in self-dual gauge field theories, Hiroshi Ohtsuka,Takashi Suzuki, Communications in Contemporary Mathematics, Vol. 7, No. 2, p. 177-205, 2005/04
  • Inhomogeneous elliptic equation associated with critical Sobolev exponents, Communications in Applied Analysis, Vol. 9, p. 505-525, 2005
  • Asymptotic behavior of the solution to Othmer-Stevens model, Wseas Transactions on Biology and Biomedicine, Issue 1, Vol. 2, p. 45-50, 2005/01
  • Asymptotic behavior of the solution to a parabolic-ODE system modeling tumour growth, Akisato Kuboa,Takashi Suzuki, Differential and Integral Equations, Vol. 17, p. 721-736, 2004/05
  • Existence of the non-topological condensate in self-dual Chern-Simons gauge theory, Takashi Suzuki,Futoshi Takahashi, Advances in Differential Equations, Vol. 9, p. 539-562, 2004/04
  • Non-topological condensates in self-dual Chern-Simons gauge theory, Takashi Suzuki,Futoshi Takahashi, Banach Center Publications, Vol. 66, p. 317-336, 2004/03
  • Chemotactic collapse of radial solutions to Jäger-Luckhaus system, Takasi Senba,Taksahi Suzuki, Advances in Mathematical Science and Application, Vol. 14, p. 241-250, 2004/02
  • Non-local Gel'fand problem in higher dimensions, Tosiya Miyasita,Takashi Suzuki, Nonlocal Elliptic and Parabolic Problems, Institute of Mathematics Polish Academy of Sciences, Vol. 66, p. 221-235, 2004
  • Self-similar solutions to a nonlinear parabolic-elliptic system, Yuki Naito,Takashi Suzuki, Taiwanese Journal of Mathematics, Mathematical Society of the Rep. of China, Vol. 8, No. 1, p. 43-55, 2004
  • Energy transport problem for self-gravitating particles, Takashi Suzuki, Taiwanese Journal of Mathematics, Mathematical Society of the Rep. of China, Vol. 8, No. 1, p. 1-14, 2004
  • A new optimization technique for the inverse problem in magnetoencephalography, Junji Ohama,Yoshiaki Adachi,Tadashi Simozu,Masaki Kawabat,Makoto Miyamoto,Takashi Suzuki, 2003/11
  • Solving MEG inverse problem by current element distribution method and parallel optimization, Junji Ohama,Leiko Kawashima,Yoshiaki Adacho,Hisashi Kado,Takashi Suzuki, 2003/10
  • Interface regularity for Maxwell and Stokes systems, Takayuki Kobayashi,Takashi Suzuki,Kazuo Watanabe, Osaka Uournal of Mathematics, Vol. 40, p. 925-944, 2003/09
  • Mass normalization of collapses in the theory of self-interacting particles, Takashi Suzuki, Advances in Mathematical Science and Application, Vol. 13, p. 611-623, 2003/08
  • Study on the integral equation arising in electroencephalography, Akisato Kubo,Takashi Suzuki, Advances in Mathematical Science and Application, Vol. 13, 273-285, 2003/07
  • Palais-Smale sequence relative to the Trudinger-Moser inequality, Hiroshi Ohtsuka,Takashi Suzuki, Calculus of Variation, Vol. 17, 235-255, 2003/06
  • Mass quantization of the non-equilibrium mean field to self-interacting particles, Takashi Suzuki, Dynamics of Continuous, Discrete and Impulsive Systems, Vol. 10, 693-720, 2003/05
  • Blowup behavior of solutions to rescaled J\"ager-Luckhaus system, Takasi Senba,Takashi Suzuki, Advances in Differential Equations, Vol. 8, 787-820, 2003/04
  • Finite element approximation of H-surfaces, Y Matsuzawa,T Suzuki,T Tsuchiya, MATHEMATICS OF COMPUTATION, AMER MATHEMATICAL SOC, Vol. 72, No. 242, p. 607-617, 2003
  • Self-similar solutions to a parabolic system modeling chemotaxis, Y Naito,T Suzuki,K Yoshida, JOURNAL OF DIFFERENTIAL EQUATIONS, ACADEMIC PRESS INC ELSEVIER SCIENCE, Vol. 184, No. 2, p. 386-421, 2002/09
  • Weak solutions to a parabolic-elliptic system of chemotaxis, T Senba,T Suzuki, JOURNAL OF FUNCTIONAL ANALYSIS, ACADEMIC PRESS INC ELSEVIER SCIENCE, Vol. 191, No. 1, p. 17-51, 2002/05
  • Time global solutions to a parabolic-elliptic system modelling chemotaxis, Takasi Senba,Takashi Suzuki, Asymptotic Analysis, Vol. 32, 63-89, 2002/05
  • Current state and problems in magnetoencephalography, Yoshiaki Adachi,Masahiro Shimogawara,Takashi Suzuki, Applied Mathematical Science, Vol. 11, No. 3, p. 209-222, 2001/08
  • Behavior of solutions to a system related to chemotaxis, T. Senba,T. Suzuki, Nonlinear Analysis, Theory, Methods and Applications, Vol. 47, No. 4, p. 2551-2562, 2001/08
  • Mathematical foundations for some numerical methods in magnetoencephalography, Yoshiaki Adachi,HIsashi Kado,Norikazu Saito,Masahiro Shimogawara,Takashi Suzuki, 2001/06
  • Parabolic system of chemotaxis: blowup in a finite and the infinite time, Takasi Senba,Takashi Suzuki, Methods in Applied Analysis, Vol. 8, p. 349-368, 2001/05
  • Concentration lemma, Brezis-Merle type inequality, and a parabolic system of chemotaxis, Go Harada,Toshitaka Nagai,Takasi Senba,Takashi Suzuki, Advances in Differential Equations, Vol. 6, p. 1255-1280, 2001/03
  • Chemotactic collapse in a parabolic system of mathematical biology, Toshitaka Nagai,Takasi Senba,Takashi Suzuki, Hiroshima Mathematical Journal, Vol. 30, No. 3, p. 463-497, 2001/02
  • Chemotactic collapse in a parabolic-elliptic system of mathematical biology, Takasi Senba,Takashi Suzuki, Advances in Differential Equations, Vol. 6, 21-50, 2001/01
  • A note on the stability of stationary solutions to a system of chemotaxis, T Suzuki, COMMUNICATIONS IN CONTEMPORARY MATHEMATICS, WORLD SCIENTIFIC PUBL CO PTE LTD, Vol. 2, No. 3, p. 373-383, 2000/08
  • Some structures of stationary solutions to Keller-Segel model, T. Senba,T. Suzuki, 2000/07
  • Some structures of the solution set for a stationary system of chemotaxis, T. Senba,T. Suzuki, Adv. Math. Sci. Appl., 2000/06
  • Local and norm behavior of blowup solutions to a parabolic system of chemotaxis, T. Senba,T. Suzuki, J. Korean Math. Soc., Vol. 37, p. 929-942, 2000/05
  • Semilinear parabolic equations involving critical Sobolev exponent: local and asymptotic behavior of solutions, R. Ikehata,T. Suzki, Differential Integral Equations, Vol. 13, p. 869-901, 2000/04
  • Blow-up Criteria for Semilinear Parabolic Equations, Atsuhito Kohda,Takashi Suzuki, Journal of Mathematical Analysis and Applications, Academic Press Inc., Vol. 243, No. 1, p. 127-139, 2000/03/01
  • Singular solutions for a nonlinear Dirichlet problem, A. Hamatake,SUZUKI Takashi, Comm. Appl. Anal., Vol. 4, p. 411-432, 2000
  • Some structures of the solution set for stationary system of chemotaxis, Adv. Math. Sci. Appl., Vol. 10, p. 191-224, 2000
  • Radial symmetry of self-similar solutions for semilinear heat equations, Y. Naito,T. Suzuki, J. Differential Equations, Vol. 163, p. 407-428, 2000/01
  • A note on the moving sphere method, Y Naito,T Suzuki, PACIFIC JOURNAL OF MATHEMATICS, PACIFIC JOURNAL MATHEMATICS, Vol. 189, No. 1, p. 107-115, 1999/05
  • Parameter descending method and the magnetoence phalograply, Y. Adachi,H. Kado,T. Suzuki, Information, Vol. 2, p. 443-458, 1999
  • On a class of L<sup>1</sup>-illposed quasilinear parabolic equations, Shigeru Sakaguchi,Takashi Suzuki, Adv. Differential Equations, Vol. 4, p. 671-696, 1999
  • Two dimensional elliptic equation with critical nonlinear growth, T Ogawa,T Suzuki, TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY, AMER MATHEMATICAL SOC, Vol. 350, No. 12, p. 4897-4918, 1998/12
  • Nonexistence of solutions for a degenerate parabolic equation describing imperfect ignition, S Sakaguchi,T Suzuki, NONLINEAR ANALYSIS-THEORY METHODS & APPLICATIONS, PERGAMON-ELSEVIER SCIENCE LTD, Vol. 31, No. 5-6, p. 665-669, 1998/03
  • A note on the blow-up pattern for a parabolic equation, A. Kohda,SUZUKI Takashi, J. Math. Tokushima Univ., Vol. 32, p. 19-25, 1998/02
  • Interior imperfect ignition cannot occur on a set of positive measure, S Sakaguchi,T Suzuki, ARCHIVE FOR RATIONAL MECHANICS AND ANALYSIS, SPRINGER VERLAG, Vol. 142, No. 2, p. 143-153, 1998
  • Radial symmetry of positive solutions for semilinear elliptic equations on the unit ball in Rⁿ, Yūki Naito,Takashi Suzuki, Funkcial. Ekvac., Vol. 41, p. 215-234, 1998
  • Equations of gas combustion: S-shaped bifurcation and mushrooms, N Mizoguchi,T Suzuki, JOURNAL OF DIFFERENTIAL EQUATIONS, ACADEMIC PRESS INC JNL-COMP SUBSCRIPTIONS, Vol. 134, No. 2, p. 183-215, 1997/03
  • An L<sup>∞</sup> bound of the finite element approximation of piecewise linear trial functions, Y.Mattsuzawa, T.Suzuki, Adv. Math. Sci. App1., Vol. 7, p. 997-1010, 1997
  • On the iterative and minimizing sequences for semilinear elliptic equations (II), Akira Mizutani,Takashi Suzuki, Japan Journal of Industrial and Applied Mathematics, Kinokuniya Co. Ltd, Vol. 13, No. 2, p. 351-367, 1996
  • Positive solutions for semilinear elliptic equations on expanding annului : mountain pass approach, Takashi Suzuki, Funkcial. Ekavac., Vol. 39, p. 143-164, 1996
  • Radial symmetry of positive solutions for semilinear elliptic equations in a disc, Yūki Naito,Takahiro Nishimoto,Takashi Suzuki, Hiroshima Math. J., Vol. 26, p. 531-545, 1996
  • Oscillatory theorem and pendent liquid drops, Kimiaki Narukawa,Takashi Suzuki, Pacific J. Math., Vol. 176, p. 407-420, 1996
  • Semilinear elliptic eguations on annulus for three and other space dimensions, N.Mizoguchi,T.Suzuki, Houston J.Math., Vol. 22, p. 199-215, 1996
  • Stable and unstable sets for evolution equations of parabolic and hyperbolic type, Ryo Ikehata,Takashi Suzuki, Hiroshima Math. J., Hiroshima Math. J., Vol. 26, No. 3, p. 475-491, 1996/01
  • Nonlinear elliptic equations with critical growth related to the Trudinger inequality, T Ogawa,T Suzuki, ASYMPTOTIC ANALYSIS, ELSEVIER SCIENCE BV, Vol. 12, No. 1, p. 25-40, 1996/01
  • On the iterative and minimizing sequences for semilinear elliptic equations (I), Akira Mizutani,Takashi Suzuki, Japan Journal of Industrial and Applied Mathematics, Japan J. Iudu. Appl. Math., Vol. 12, No. 2, p. 309-326, 1995/06
  • MICROSCOPIC ASYMPTOTICS FOR SOLUTIONS OF SOME SEMILINEAR ELLIPTIC-EQUATIONS, T OGAWA,T SUZUKI, NAGOYA MATHEMATICAL JOURNAL, NAGOYA UNIV, Vol. 138, p. 33-50, 1995/06
  • Nonlinear elliptic equations with critical growth related to the Trudinger inequality, Asymptotic Analysis, Vol. 10, p. 25-40, 1995
  • Spectral and related properties about the Emden-Fowler equation −Δu=λeu on circular domains, K NAGASAKI,T SUZUKI, MATHEMATISCHE ANNALEN, SPRINGER VERLAG, Vol. 299, No. 1, p. 1-15, 1994/05
  • Nonlinear eigenvalue problem for a modified capillary surface equation, Kimiaki Narukawa,Takashi Suzuki, Funkcial. Ekvac., Funkcial. Ekvac., Vol. 37, p. 81-100, 1994/01
  • A parabolic inverse problem arising in a mathematical model for chromatography, Tsuyoshi Kimura,Takashi Suzuki, SIAM Journal on Applied Mathematics, SIAM J. Appl. Math., Vol. 53, No. 6, p. 1747-1761, 1993
  • Radial solutions for Δu + λeu = 0 on annuli in higher dimensions, Ken'ichi Nagasaki,Takashi Suzuki, Journal of Differential Equations, Vol. 100, No. 1, p. 137-161, 1992
  • GLOBAL ANALYSIS FOR A 2-DIMENSIONAL ELLIPTIC EIGENVALUE PROBLEM WITH THE EXPONENTIAL NONLINEARITY, T SUZUKI, ANNALES DE L INSTITUT HENRI POINCARE-ANALYSE NON LINEAIRE, GAUTHIER-VILLARS, Vol. 9, No. 4, p. 367-397, 1992
  • Radial and nonradial solutions for the nonlinear eigenvalue problem Δu + λeu = 0 on annuli in R², Ken’ichi Nagasaki,Takashi Suzuki, Journal of Differential Equations, Vol. 87, p. 144-168, 1990/09
  • Asymptotic analysis for two-dimensional elliptic eigenvalue problems with exponentially dominated nonlinearities, Ken’ichi Nagasaki,Takashi Suzuki, Asymptotic Analysis, Asymptotic Anal., Vol. 3, No. 2, p. 173-188, 1990
  • Nonlinear eigenvalue problem associated to capillary sufaces, Kimiaki Narukawa,Takashi Suzuki, BOLLETTINO DELLA UNIONE MATEMATICA ITALIANA, Boll. U. M. I. (7), Vol. 4-B, p. 223-241, 1990/01
  • Radial and nonradial solutions for semilinear elliptic equations on circular domains, Takashi Suzuki, 1989/11
  • Asymptotic behavior of the solution for an elliptic boundary value problem with exponential nonlinearity, Ken'ichi Nagasaki,Takashi Suzuki, Proceedings of the Japan Academy of Science, Series A, 1989/07
  • Nonlinear eigenvalue problem $\Delta u+\lambda e^u=0$ on simply connected domains in ${\bf R}^2$, Ken'ichi Nagasaki,Takashi Suzuki, Proceedings of Japan Academy of Science, Series A, 1989/05
  • SYMMETRIC DOMAINS AND ELLIPTIC-EQUATIONS, T SUZUKI, RECENT TOPICS IN NONLINEAR PDE IV, ELSEVIER SCIENCE PUBL B V, Vol. 160, p. 153-177, 1989
  • On the nonlinear eigenvalue problem Δu + λeu = 0, T SUZUKI,K NAGASAKI, TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY, AMER MATHEMATICAL SOC, Vol. 309, No. 2, p. 591-608, 1988/10
  • LIFTING OF LOCAL SUBDIFFERENTIATIONS AND ELLIPTIC BOUNDARY-VALUE PROBLEMS ON SYMMETRIC DOMAINS .2., T SUZUKI,K NAGASAKI, PROCEEDINGS OF THE JAPAN ACADEMY SERIES A-MATHEMATICAL SCIENCES, JAPAN ACAD, Vol. 64, No. 2, p. 29-32, 1988/02
  • LIFTING OF LOCAL SUBDIFFERENTIATIONS AND ELLIPTIC BOUNDARY-VALUE PROBLEMS ON SYMMETRIC DOMAINS .1., T SUZUKI,K NAGASAKI, PROCEEDINGS OF THE JAPAN ACADEMY SERIES A-MATHEMATICAL SCIENCES, JAPAN ACAD, Vol. 64, No. 1, p. 1-4, 1988/01
  • Stability of an invese hyperbolic problem,, Inverse Problems, Vol. 4, p. 273-299, 1988
  • Observability, controllability, and feedback stabilizability for evolution equations, III, Takashi Suzuki,Masahiro Yamamoto, Japan Journal of Applied Mathematics, Japan J. Appl. Math., Vol. 4, No. 2, p. 185-203, 1987/06
  • Nonharmonic Fourier series and its applications, Kimiaki Narukawa,Takashi Suzuki, Applied Mathematics &amp; Optimization, Springer-Verlag, Vol. 14, No. 1, p. 249-264, 1986/04
  • INVERSE PROBLEMS FOR HEAT-EQUATIONS ON COMPACT INTERVALS AND ON CIRCLES .1., T SUZUKI, JOURNAL OF THE MATHEMATICAL SOCIETY OF JAPAN, MATH SOC JAPAN, Vol. 38, No. 1, p. 39-65, 1986/01
  • A REMARK ON THE L-INFINITY BOUNDS OF THE RITZ OPERATOR ASSOCIATED WITH A FINITE-ELEMENT APPROXIMATION, T SUZUKI,H FUJITA, NUMERISCHE MATHEMATIK, SPRINGER VERLAG, Vol. 49, No. 5, p. 529-544, 1986
  • A REMARK ON THE L-INFINITY BOUNDS OF THE RITZ OPERATOR ASSOCIATED WITH A FINITE-ELEMENT APPROXIMATION, T SUZUKI,H FUJITA, NUMERISCHE MATHEMATIK, SPRINGER VERLAG, Vol. 49, No. 5, p. 529-544, 1986
  • Observability, controllability, and feedback stabilizability for evolution equations, II, Takashi Suzuki,Masahiro Yamamoto, Japan Journal of Applied Mathematics, Vol. 2, No. 2, p. 309-327, 1985/12
  • Gel'fand-Levitan's theory, deformation fromulas and inverse problems,, SUZUKI Takashi, J. Fac. Sci. Univ. Tokyo, Sec. IA, J. Fac. Sci. Univ. Tokyo, Sec. IA, Vol. 32, p. 223-271, 1985/09
  • Observability, controllability, and feedback stabilizability for evolution equations, I, Takashi Suzuki,Masahiro Yamamoto, Japan Journal of Applied Mathematics, Vol. 2, No. 1, p. 211-228, 1985/06
  • On the inverse Strum-Liouville problem for spatially symmetric operators, Ⅰ, Takashi Suzuki, J. Defferential Equations, Vol. 56, p. 165-194, 1985
  • On the inverse Strum-Liouville problem for spatially symmetric operators, Ⅱ, Takashi Suzuki, J. Defferential Equations, Vol. 58, p. 243-256, 1985
  • On the iniverse Sturm-Liouoille problem for spatially symmetic operators, III, Takashi Suzuki, J. Defferential Equations, Vol. 58, p. 257-281, 1985
  • ON THE INVERSE STURM-LIOUVILLE PROBLEM FOR SPATIALLY SYMMETRIC-OPERATORS .1., T SUZUKI, JOURNAL OF DIFFERENTIAL EQUATIONS, ACADEMIC PRESS INC JNL-COMP SUBSCRIPTIONS, Vol. 56, No. 2, p. 165-194, 1985
  • Uniqueness and nonuniqueness in an inverse problem for the parabolic equation, Takashi Suzuki, Journal of Differential Equations, Vol. 47, No. 2, p. 296-316, 1983
  • Full-discrete finite element approximation of evolution equation u<sub>t</sub>+A(t)u=0 of parabolic type,, J. Fac. Sci. Univ. Tokyo, Sec, IA, Vol. 29, p. 195-240, 1982
  • ON A CERTAIN INVERSE PROBLEM FOR THE HEAT-EQUATION ON THE CIRCLE, T SUZUKI, PROCEEDINGS OF THE JAPAN ACADEMY SERIES A-MATHEMATICAL SCIENCES, JAPAN ACAD, Vol. 58, No. 6, p. 243-245, 1982
  • REMARKS ON THE UNIQUENESS IN AN INVERSE PROBLEM FOR THE HEAT-EQUATION .2., T SUZUKI, PROCEEDINGS OF THE JAPAN ACADEMY SERIES A-MATHEMATICAL SCIENCES, JAPAN ACAD, Vol. 58, No. 5, p. 175-177, 1982
  • REMARKS ON THE UNIQUENESS IN AN INVERSE PROBLEM FOR THE HEAT-EQUATION .1., T SUZUKI, PROCEEDINGS OF THE JAPAN ACADEMY SERIES A-MATHEMATICAL SCIENCES, JAPAN ACAD, Vol. 58, No. 3, p. 93-96, 1982
  • On the finite element approximation for evolution equations of parabolic type, FUJITA Hiroshi,SUZUKI Takashi, 1981/06
  • A UNIQUENESS THEOREM IN AN IDENTIFICATION PROBLEM FOR COEFFICIENTS OF PARABOLIC EQUATIONS, T SUZUKI,R MURAYAMA, PROCEEDINGS OF THE JAPAN ACADEMY SERIES A-MATHEMATICAL SCIENCES, JAPAN ACAD, Vol. 56, No. 6, p. 259-263, 1980
  • CERTAIN MOVING SENSORS AND OBSERVABILITY FOR PARABOLIC EQUATIONS, T SUZUKI, NUMERICAL FUNCTIONAL ANALYSIS AND OPTIMIZATION, MARCEL DEKKER INC, Vol. 2, No. 4, p. 287-300, 1980
  • On some approximation theorems of evolution equations of parabolic type, Takashi Suzuki, 1979/03
  • On the rate of convergence of the difference finite element approximation for parabolic equations, Suzuki Takashi, Proc. Japan Acad. Ser. A, 54/ 326-331, 1978/02
  • An abstract study of Galerkin's method for the evolution equation u<sub>t</sub>+A(t)u=0 of parabolic type with the Neumann boundary condition,, J. Fac. Sci. Univ. Tokyo, Sec, IA, Vol. 25, p. 25-46, 1978
  • An abstract study of Galerkin's method for the evolution equation u_t+A(t)u=0 of parabolic type with the Neumann boundary condition,, SUZUKI Takashi, J. Fac. Sci. Univ. Tokyo, Sec, IA, 25/,25-46, 1978/01

Misc.

  • 楕円形方程式、非線形楕円形方程式, 鈴木 貴, 数学辞典, 2016/04
  • DRIFT-DIFFUSION MODEL AND 2D BROWNIAN POINT VORTICES (Modern approach and developments to Onsager's theory on statistical vortices), SUZUKI TAKASHI, RIMS Kokyuroku, Kyoto University, Vol. 1798, p. 213-229, 2012/06
  • REACTION DIFFUSION EQUATION WITH NON-LOCAL TERM ARISES AS A MEAN FIELD LIMIT OF THE MASTER EQUATION, Kazuhisa Ichikawa,Mahemauti Rouzimaimaiti,Takashi Suzuki, DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS-SERIES S, AMER INST MATHEMATICAL SCIENCES, Vol. 5, No. 1, p. 115-126, 2012/02
  • A Simple Derivation of Hadamard's Variational Formula (Mathematical foundation and development of algorithms for scientific computing), OTHMAN Nuha Loling,SUZUKI Takashi,TSUCHIYA Takuya, RIMS Kokyuroku, Kyoto University, Vol. 1733, p. 127-141, 2011/03
  • Applied analysis: Mathematical methods in natural science, 2nd edition, Takashi Suzuki,Takasi Senba, Applied Analysis: Mathematical Methods in Natural Science, 2nd Edition, Imperial College Press, p. 1-515, 2011/01/01
  • 腫瘍形成に関わる細胞分子と数理~トップダウンモデリングとキーパスサーチ, 鈴木 貴, 応用数理, Vol. 21, p. 50-54, 2011
  • Application of Hadamard's variation to numerical solutions of a free boundary problem, Nuha Loling Othman,Takashi Suzuki,Takuya Tsuchiya, International Conference on Mathematical and Computational Methods in Science and Engineering - Proceedings, p. 114-121, 2010/12/01
  • 「第6 回東アジア偏微分方程式会議」, 応用数理, Vol. 16, p. 67-68, 2006
  • Recent development in dam problem, Takuya Tsuchiya,Takashi Suzuki, Applied Mathematical Science, Vol. 15, No. 1, p. 16-31, 2005/02
  • ダム問題に対する反復解法の収束 (微分方程式の数値解法と線形計算), 鈴木 貴,土屋 卓也, 数理解析研究所講究録, 京都大学, Vol. 1320, p. 1-6, 2003/05
  • Numerical solutions for nonlinenar semigroup and degenerate parabolic equations, 京都大学数理解析研究所講究録, Vol. 1249, p. 103-116, 2002
  • Self-interacting particles - the quantized blowup mechanism, 京都大学数理解析研究所講究録, Vol. 1249, p. 103-116, 2002
  • Self-similar solutions to a parabolic system modelling chemotaxis (Nonlinear evolution equations and applications), Naito Yuki,Suzuki Takashi,Yoshida Kiyoshi, RIMS Kokyuroku, Kyoto University, Vol. 1197, p. 189-195, 2001/04
  • New solver to the ill-posed problem in magnetoencephalography, T.Suzuki,S. Saito,Y. Adachi,H. Kado,M. Shimogawara, 京都大学数理解析研究所講究録, Vol. 1237, p. 29-48, 2001
  • 「脳波を記述する積分方程式について」, 鈴木貴,久保明達, 京都大学数理解析研究所講究録, Vol. 1116, p. 1-12, 2001
  • Concentration behavior of blow-up solutions for a simplified system of chemotaxis, T.Suzuki,T. Nagai,T. Senba, 京都大学数理解析研究所講究録, Vol. 1181, p. 140-176, 2001
  • 「脳磁図分析の解析的基礎」, 第39 回実函数論・函数解析学合同シンポジウム講演集録, p. 164-178, 2001
  • Mathematical analysis for a simplified system of chemotaxis, 京都大学数理解析研究所講究録, Vol. 1178, p. 95-117, 2000
  • 「Keller-Segel 系の爆発解の挙動について」, 鈴木貴,原田剛宇, 京都大学数理解析研究所講究録, Vol. 1128, p. 148-155, 2000
  • Nonlinear problems in mathematical physics and their mathematical analysis, NIFS-PROC, Vol. 40, p. 160-171, 1999
  • Chemotactic collapse in a parabolic - elliptic system of mathematical biology, T.Suzuki,T. Senba, 京都大学数理解析研究所講究録, Vol. 1117, p. 64-97, 1999
  • Radial symmetry of self-similar solutions for semilinear heat equations, 京都大学数理解析研究所講究録, Vol. 1083, p. 181-186, 1999
  • 「粘菌方程式の数理:変分構造と力学系」, 京都大学数理解析研究所講究録, Vol. 1083, p. 134-153, 1999
  • 「放物型方程式の解の爆発現象:今何が問題か」, 京都大学数理解析研究所講究録, Vol. 1034, p. 52-64, 1998
  • Keller-Segel system and the concentration lemma, T.Suzuki,T.Nagai,T.Senba, 京都大学数理解析研究所講究録, Vol. 1025, p. 75-80, 1998
  • 「第4 回韓日微分方程式セミナー」, 応用数理, Vol. 7, 1997
  • 「退化放物型方程式の有限要素近似」, 核融合研究における数値解析手法と最適化, 統計数理研究所共同研究リポート, Vol. 105, p. 219-228, 1997
  • 「ある非線形楕円型境界値問題の特異解の族について」, 鈴木貴,浜武亜希子, 京都大学数理解析研究所講究録, Vol. 984, p. 138-146, 1997
  • 「Interior imperfect ignition cannot occur on a set of positive measure」, MHD 数理モデルによる核融合計算と最適設計, 統計数理研究所共同研究リポート, Vol. 85, p. 55-58, 1996
  • 「Nehari principle and the critical exponent」, 鈴木貴,成川公昭, 京都大学数理解析研究所講究録, Vol. 951, p. 76-84, 1996
  • 「Interior imperfect ignition cannot occur on a set of positive measure」, 偏微分方程式の解の構造, 京都大学数理解析研究所, 1996
  • 「解と領域の対称性をめぐって」, 非線形楕円型方程式の最近の話題から, 仙台研究集会報告集, p. 60-83, 1995
  • 「2次元Sobolev 臨界増大度を持つ半線形楕円型方程式の解の漸近挙動について」, 変分問題とその周辺, 京都大学数理解析研究所, 1994
  • Trudinger’s inequality and related elliptic equations, 京都大学数理解析研究所講究録, Vol. 824, p. 198-211, 1993
  • 「対称性破壊:分岐論からの接近」, 京都大学数理解析研究所講究録, Vol. 780, p. 122-140, 1992
  • Topics in nonlinear elliptic equations 1991, 応用数学合同研究集会報告集, 1991
  • A parabolic inverse problem in chromatography, 京都大学数理解析研究所講究録, Vol. 755, p. 127-133, 1991
  • Asymptotic analysis for the Emden-Fowler equation − ∆u = λe u, 京都大学数理解析研究所講究録, Vol. 745, p. 183-192, 1991
  • Emden-Fowler 方程式に関する2つの話題:対称性と爆発, 「応用数学に現れる非線形偏微分方程式」, 仙台研究集会報告集, p. 61-74, 1990
  • 「Semilinear equations with exponential nonlinearity」, 非線形楕円型偏微分方程式の解, 京都大学数理解析研究所講究録, Vol. 679, p. 80-105, 1989
  • Ultra-hyperbolic approach to some multi-dimensional inverse problems, 京都大学数理解析研究所講究録, Vol. 698, p. 74-93, 1989
  • Two dimensional elliptic equation with critical nonlinear growth, Trans.Amer.Math.Soc., Vol. 350, p. 4897-4918, 1988
  • Observability, controllability, and feedback stabilizability for evolution equations, II, Takashi Suzuki,Masahiro Yamamoto, Japan Journal of Applied Mathematics, Vol. 2, No. 2, p. 309-327, 1985/12
  • Non-harmonic Fourier series とその応用, 京都大学数理解析研究所講究録, Vol. 562, p. 30-47, 1985
  • Institute for Mathematics and its Applications (IMA) について, 数学, Vol. 37, p. 276-279, 1985
  • On the inverse Sturm-liowrille problem for spatially symmetic operators, II, J. Differntial Equations, Vol. 58, p. 243-256, 1985
  • On the inverse Sturm-Liouville problem for spatially symmetric operators, I, Takashi Suzuki, Journal of Differential Equations, Vol. 56, No. 2, p. 165-194, 1985
  • ノボシビルスク訪問記, 数学, Vol. 36, p. 75-77, 1984
  • Observability, controllability, and feedback stabilizability for evolution equations, T.Suzuki,M.Yamamoto, 京都大学数理解析研究所講究録, Vol. 531, p. 62-85, 1984
  • 逆問題におけるある分岐の現象について, 京都大学数理解析研究所講究録, Vol. 485, p. 112-145, 1983
  • 第5 回応用科学と工学における計算方法国際会議に出席して, 鈴木貴,牛島照夫, 数学, Vol. 34, p. 82-89, 1982
  • 熱方程式の逆問題, 数学, Vol. 34, p. 55-64, 1982
  • 放物型方程式のある逆問題について, 鈴木貴,村山令二, 京都大学数理解析研究所講究録, Vol. 376, p. 101-112, 1980
  • 放物型発展方程式の近似定理-有限要素法などへの作用素論的アプローチ,, 京都大学数理解析研究所講究録, Vol. 357, p. 165-188, 1979
  • Degenerate parabolic equation with critical exponent derived from the kinetic theory, III., $\varepsilon$-regularity, Differential and Integral Equations
  • On a perturbed system of chemotaxis, II, International J. Mathematical Analysis
  • 数理医学の諸問題, 鈴木 貴, 応用数理ハンドブック, Vol. 2013, p. 148-151

Publications

  • Methods of Mathematical Oncology: Fusion of Mathematics and Biology, Osaka, Japan, October 26–28, 2020 (Springer Proceedings in Mathematics & Statistics, 370), Takashi Suzuki,Clair Poignard,Mark Chaplain,Vito Quaranta, Springer, ISBN:9811648654, 2021/08/22
  • Semilinear elliptic equations : classical and modern theories, Takashi Suzuki, De Gruyter, ISBN:9783110555356, 2020/10/12
  • 数理腫瘍学の方法 計算生物学入門, ISBN:9784563011642, 2020/10
  • Chemotaxis, reaction, network, World Scientific, ISBN:9789813237735, 2018/09
  • Non-local Partial Differential Equations for Engineering and Biology: Mathematical Modeling and Analysis, Springer International Publishing, ISBN:9783319679426, 2017/12
  • Mathematical Methods for Cancer Evolution, Lecture Notes in Mathematical Modelling in the Life Sciences, Springer Singapore, ISBN:9789811036705, 2017/06
  • はじめての数理モデルとシミュレーション, 鈴木貴 編著, 羊土社, 2017/04
  • 生命科学研究に数理モデルとシミュレーションを取り入れる際の基礎知識, 鈴木貴, 羊土社, ISBN:9784758103619, 2017/03
  • 4. Mathematical Modeling for Break Down of Dynamical Equilibrium in Bone Metabolism, T.Suzuki,K.Itano,R.Zou,R.Iwamoto,E.Mekada, Springer, ISBN:9789811009624, 2017/01
  • Mean Field Theories and Dual Variation - Mathematical Structures of the Mesoscopic Model, second edition, T. Suzuki, Atlantis Press, Paris, 2015/04
  • 楕円型方程式と近平衡力学系 上「循環するハミルトニアン」下「自己組織化のポテンシャル」, 大塚浩史, 浅倉書店, 2015/04
  • 数理医学入門, 鈴木貴, 共立出版, 2015/04
  • Applied Analysis: Mathematical Methods in Natural Science, second edition, Takashi Suzuki with,T. Senba, Imperial College Press, London, 2011/01
  • 原理と現象―数理モデリングの初歩, 培風館, 2010
  • Mean Field Theories and Dual Variation, T. Suzuki, Atlantis Press, 2008/12
  • Mean Field Theories and Dual Variation - A Mathematical Profile Emerged in the Nonlinear Hierarchy, Atlantis Press, 2008
  • 脳磁図分析―医学における逆問題、「数学の楽しみ」, 日本評論社, 2007
  • 図説 学力向上につながる数学の題材―「知を活用する力」に着目して学習意欲を喚起する, 四方義啓,下田好行,岩田修一,鈴木 貴, 東京法令出版, 2006/11
  • Free Energy and Self-Interacting Particles, Birkhauser, 2005/06
  • 偏微分方程式講義-半線形楕円型方程式の理論, 培風館, 2005
  • Free Energy and Self-Interacting Particles, Birkhauser, 2005
  • Applied Analysis : Mathematical Methods in Natural Science, Imperial College Press, 2004/06
  • Applied Analysis:Mathematical Methods in Natural Science, Imperial College Press, 2004
  • Introduction to Modern Mathematics, III, Noriaki Kawanaka,Yosuke Ohyama,Makoto Namba,Tomoyoshi Ibukiyama,Yoshimasa Sakane,Shin'ichi Kotani,Takashi Suzuki, Osaka University Press, 2002/06
  • Operator Theory and Numerical Methods, H. Fujita,N. Saito,T. Suzuki, North Holland, 2001/04
  • Operator Theory and Numerical Methods, Elsevier Science Publishers, 2001
  • Semilinear Elliptic Equations, Takashi Suzuki, Gakkotosyo, 1994/10
  • 逆問題, 岩波書店, 1994
  • 半線形楕円型方程式, 学校図書, 1994
  • Inverse Problems, Iwanami Shoten, 1994
  • Semilinear Elliptic Equations, Gakk(]E87C7[)tosho, 1994
  • Evolution Problems (Chapter 6 of Handbook of Numerical Analysis, vol.2), Hiroshi Fujita,Takashi Suzuki, Elsevier Science Publishers, 1991/06
  • Mathematical Theory of Applied Inverse Problems, Takashi Suzuki, Lecture Notes Series of Mathematics, Mathematics Department, Sophia University, 1991/04
  • 発展問題(有限要素法第1巻第6章), 1991
  • 応用的逆問題の数学的理論, 上智大学数学校室講究録, 1991
  • Evolution Problems (Chapter 6 of "Fonite Element Methods, vol. 1"), Elsevier Science Publishers, 1991
  • Mathematical Theory of Applied Inverse Problems, 1991

Industrial Property Rights

  • 画像領域分割装置、画像領域分割方法、画像領域分割プログラム、及び画像特徴抽出方法, 板野 景子、鈴木 貴, 特許6857893, 特願2017-039716, 出願日:2017/03/02, 登録日:2021/03/25
  • 病理診断装置及び画像処理方法, 鎌田 佳宏,三善 英知,鈴木 貴, 特願2021-008256, 出願日:2021/01/21
  • 病理診断装置、画像処理方法及びプログラム, 特願2019-539384, 出願日:2018/08/21
  • ハンダ内のボイドの評価装置及びハンダ内のボイドの評価方法, 鈴木 貴,馬場 末喜, 特願2013-237024, 出願日:2013/11/15
  • 画像解析装置、画像解析方法、画像解析プログラムおよび記録媒体, 特願2010-548387, 出願日:2010/01/13
  • IMAGE ANALYSIS APPARATUS, IMAGE ANALYSIS METHOD, IMAGE ANALYSIS PROGRAM AND RECORDING MEDIUM, Nakane Kazuaki,Matsuura Nariaki,Suzuki Takashi, 特願2009-15725, 出願日:2009/01/27

Works

  • 自己相互作用粒子系の数学解析と数理, 2001 - 2003
  • 粘菌方程式の数理的研究, 1997 - 2003
  • 逆問題解の診断および生物学研究への応用, 1998 - 2001
  • Application of Heuristic Solution of Inverse Problem to Medical Diagnoses and Biological Research, 1998 - 2001
  • Mathematical Research on Equation of Slime Molds, 1997 - 2001
  • 非線形シュレデインガー方程式の爆発解とその周辺, 2004 -

Presentations

  • 非線形楕円型固有値問題の解の爆発, 日本数学会総合分科会, 2021/09/15
  • 勾配不等式と正規化リッチ流の収束, 日本数学会年会, 2021/03/15
  • 公平寄与率の定義と一意性について, 日本応用数理学会研究部会連合会, 2021/03/04
  • Minkowski 計量と非定常Maxwell 方程式の界面消滅, 日本数学会総合分 科会, 2020/09/24
  • A parabolic concavity maximum principle, 日本数学会年会, 2020/03/16
  • 数理・データサイエンス教育強化の骨子と全国の動向, 中部大学工学部 FD 講演会, 2020/01/29
  • 数理腫瘍学の方法, がん研究会セミナー, 2020/01/09
  • A dynamical theory of NF κB signaling: methods of mathematical oncology, Special seminar, Zheijian Ocean University, 2019/12/22
  • 数理・データ・AI 教育強化の現況~リテラシーから研究レベルまで, 和 歌山大学データ・インテリジェンス教育研究部門開設1 周年記念シンポジ ウム, 2019/12/16
  • 《数理資本主義の時代》を読む~数学イノベーションの役割と責任, 金沢大学, 2019/11/21
  • 大学におけるデータサイエンス教育の重要性, これからの数理データサ イエンス教育を考える会, 2019/10/03
  • 数理モデルと逆相蛋白質アレイデータによる肝細胞がん悪性化シグナル 経路の解析, 第92回 日本生化学会大会, 2019/09/19
  • 2 次増大度をもつ反応拡散系の解の一様有界性, 日本数学会総合分科会, 2019/09/18
  • 数理腫瘍学の方法, 第 35 回ファジィシステムシンポジウム, 2019/08/30
  • 大阪大学における数理・データサイエンス教育強化の取組について, 愛媛大学, 2019/08/29
  • 細胞内シグナル伝達経路の数理モデリング, 数理シグナル領域推進会議,, 2019/06/06
  • 数理腫瘍学の方法, 器官病態学分野大学院セミナー, 秋田大学医学系研究科, 2019/05/31
  • Global-in-time solution to reaction diffusion systems, From Theory to Applications, International Workshop for the 70th birthday of Michel Pierre, Nancy, 2019/03/27
  • Resolution of chemotactic paradox, SPS Core-to-Core Annual Meeting, Univ. Bordeaux, 2019/03/20
  • 数理腫瘍学の方法, 企画特別講演, 日本数学会年会, 2019/03/17
  • 大阪大学における数理・データサイエンス教育強化の取組について, 佐賀大学, 2019/03/14
  • Mathematical modeling for signal transmission pathways inside and outside the cells, 1st International Symposium on Interdisciplinary Ap- proaches to Integrative Understanding of Biological Signaling Networks, 2019/02/02
  • 機会が泣いている~大阪大学でのSociety5.0 牽引人材育成の取組~, 関西経済同友会データ利活用委員会, 2018/12/11
  • Classical solutions to reaction diffusion systems, Partial Differential Equations for Social and Biological Events, 2018/10/07
  • NF-κ B シグナル減衰振動における再現性と非再現性の由来, 第 91 回 日本生化学会大会, 2018/09/26
  • 細胞変形モデリング‐自由境界とリュービルの定理, 日本数学会総合分 科会, 2018/09/24
  • 血管新生モデリング‐走化性パラドクスの解消, 日本数学会総合分科会, 2018/09/24
  • リュービルの定理とその周辺, 集中講義, 自由境界問題に対する反復法 の理論的および数値解析的研究, 2018/09/11
  • 細胞内シグナル減衰振動~再現性の力学系, 芝浦工業大学における微分 方程式セミナー, 2018/08/24
  • 臨床データと数理モデルを用いた悪性化シグナル経路の解明, 日本がん 転移学会学術集会・総会, 2018/07/20
  • Collaboration with Industry in MMDS, Joint Workshop in Mathemat- ical and Data Science, HeKKSaGOn, 2018/04/11
  • Mathematical methods for cancer evolution: signaling, metabolism, angiogenesis, JSPS Core-to-Core Annual Meeting, St. Anderews, 2018/03/19
  • 細胞から組織へ~数理腫瘍学の方法と実践, 細胞社会ダイバーシティー の統合的解明と制御, 第1 回若手ワークショップ, 2018/03/05
  • データ関連人材育成プログラムに関して, 聴いて得するお話, 生産技術 振興協会アライアンス委員会医療機器・周辺機器参入分科会, 2018/02/28
  • 2D Smoluchowski-Poisson equation and defect measures, Key Note, International Workshop on Nonlinear PDEs of Chemotaxis and Related Topics, Chung-Ang University, Seoul, 2018/02/26
  • 数理モデルとシミュレーションを用いた腫瘍学研究, 細胞社会ダイバー シティーの統合的解明と制御, 新学術領域細胞ダイバース第1 回公開シンポ ジウム, 2018/02/18
  • 2D Smoluchowski-Poisson equation and defect measures, Chemotaxis, cross-diffusion effects and concentration phenomena, Banach Center, Warsaw, 2018/02/12
  • 細胞膜分子相互作用と細胞内シグナル伝達経路解明のための数理的方法, 生命科学系学会合同年次大会, 2017/12/06
  • 数理腫瘍学‐その方法 , 進展, 課題, 日本応用数理学会フェロー会議, 2017/12/05
  • 数理モデルを用いた腫瘍学研究と医療への応用, 大阪大学基礎工学研究 科産学交流会, 2017/11/22
  • 細胞シグナルモデリング-減衰振動の再現性, 日本数学会総合分科会, 2017/09/14
  • 骨代謝モデリング-動的平衡の崩壊, 日本数学会総合分科会, 2017/09/14
  • 近づいてくる数学、話しはじめる数式, 大阪大学基礎工学研究科最終講義, 2017/07/15
  • 数理科学を用いた腫瘍学研究の現況, 昭和大学分子腫瘍学研セミナー, 2017/07/11
  • Reaction diffusion systems with quadratic growth, PDE seminar, Manheim University, 2017/07/05
  • A dynamical theory for NF-kB signaling: role of phosphorylation, Core to Core Meeting, Vanderbilt University, 2017/03/29
  • Gierer-Meinhardt 系から得られる非局所項をもつ放物型方程式の解の大 域挙動, 日本数学会年会, 2017/03/26
  • 多種分子化学反応(素過程)を記述する反応拡散系 - 再規格化解とその 均質化, 日本数学会年会, 2017/03/10
  • Mathematical oncology, HeKKSaGOn Working Group, 2017/03/10
  • 産学連携教育 - MMDS の取り組み, CREST・さきがけ・数学協働プロ グラム合同シンポジウム, 2017/02/12
  • シグナル伝達の数理モデリング - 減衰振動とリン酸化, 「数理シグナル」 第 1 回公開シンポジウム, 2017/02/11
  • Breaking down of bone metabolism - an approach from the theory of dynamical systems, Perspectives and Challenges in Mathematical Sciences, HeKKSaGOn Mini Workshop, 2016/10/01
  • . 2 次増大度の散逸的反応拡散系, 日本数学会総合分科会, 2016/09/16
  • 周期軌道をもつ Lotka-Volterra 系, 日本数学会総合分科会, 2016/09/16
  • A priori bounds for superlinear elliptic equations with semidefinite nonlinearity, 日本数学会総合分科会, 2016/09/15
  • Mathematical modeling and analysis for breaking down of dynamical equilibrium of bone metabolism, q-bio Conference, 2016/07/29
  • Boltzmann-Poisson 方程式と点渦 Hamiltonian - 非退化性の対応, 非線型現象の数理解析, 2016/07/16
  • Quantized blowup mechanism for 2D Smoluchowski-Pisson equaiton: stationary, infinite time, and finite time, The 11th AIMS Conference on Dynamical Systems, Differential Equations and Applications, 2016/07/03
  • Weak solution to reaction diffusion equations - homogenization of isolated systems, International Conference on Navier-Stokes Equations and Related PDEs: In honor of the 60th birthday of Professor Hi Jun Choe, 2016/06/25
  • 次元解析を用いた薬剤耐性モデリング, 日本細胞生物学会大会, 2016/06/16
  • 点渦系緩和モデルの時間大域挙動~正準集団と小正準集団, 応用非線形偏微分方程式の展開, 2016/03/27
  • 2D Smoluchowski-Poisson 方程式~subcollapse の衝突条件, 日本数学会年会, 2016/03/18
  • Morse indices of the solutions to the Liouville-Gel’fand problem with variable coefficients, 日本数学会2016年度年会, 2016/03/17
  • Blowup in infinite time for competitive system of chemotaxis, The third Chile-Japan Workshop on Nonlinear PDEs, 2015/12/08
  • 数理腫瘍学の方法:骨代謝モデルにおける動的平衡の崩壊, 実領域における常微分方程式の定性的研究, 2015/11/10
  • Mathematical oncology and applications, Forum Math-for-Industry 2015, 2015/10/27
  • From systems biology to mathematical modeling, Vanderbilt University CQS Fall Retreat, 2015/10/13
  • 2D Smoluchowski-Poisson equation~無限時間爆発の量子化, 日本数学会総合分科会, 2015/09/15
  • Lotka-Volterra 系の周期解, 名古屋大学における微分方程式セミナー, 2015/09/08
  • 実験-数理細胞シミュレーションの共同研究の新たな局面, 創薬展開への 可能性, 2015/08/06
  • 数理腫瘍学の方法-細胞分子モデリング, 非線型現象のモデルに潜む未踏破数理構造の研究-基礎理論と応用の協働, 2015/07/27
  • Quantized blowup mechanism for 2D Smoluchowski-Poisson equation, PDE seminar, 2015/05/05
  • Extremal boundedness of a variational functional in point vortex mean field theory associated with probability measures, 日本数学会年会, 2015/03/21
  • 2D Smoluchowski-Poisson equation: quantization of blowup in infinite time, Mini-Workshoop on Mean Field Theories, 2015/03/18
  • MT1-MMP タイプのパスウェイネットワークの N 分子への拡張と解析, 日本応用数理学会研究部会連合発表会, 2015/03/07
  • 2D normalized Ricci 軌道の compact 性 - Hamilton の定理の解析的証明, 日本数学会総合分科会, 2014/09/28
  • Space-time patterns in biological model: thermodynamics of multi-spacies, HeKKSaGOn Summer Schoo, 2014/09/17
  • Lotka-Volterra systems - thermodynamics of multi-component models in biology, Analysis and Applications of PDE, 2014/09/09
  • Lotka-Volterra 系の時空挙動~多種相互作用の熱力学, 応用解析研究会, 2014/07/19
  • A reaction-diffusion system with mass conservation, 日本数学会年会, 2014/03/17
  • Quantized blowup mechanism in 2D Smoluchowski-Poisson equation - revisited, Nonlinear Phenomena in Biology, Physics and Mechanics, Conference in honor of Messoud Efendiev on the occation of his 60th birthday, 2014/03/04
  • MT1-MMP pathway analysis using mathematical model, International Symposium on Tumor Biology in Kanazawa and Symposium on Drug Discovery in Academics, 2014/01/24
  • がん浸潤の細胞生物学と数理モデル, 岩手大学基礎自然系講演会, 2014/01/15
  • 細胞分子動態と有限生成ネットワークの可積分性-ECM 分解活性化メカ ニズム, FIRST 合原プロジェクト-CREST 数学領域合同シンポジウム, 2014/01/11
  • 弱解の生成と古典解の爆発機構~2D スモルコフスキー・ポアソン方程式の場合, 金沢大学解析セミナー, 2013/10/18
  • Elliptic and parabolic problems in planer domains, P(n) School on Recent Trends in Nonlinear PDEs, 2013/09
  • Blowup in infinite time for 2D Smoluchowski-Poisson equation, Interfaces of Boltzmann-Poisson Equations – Analysis, Geometry, Physics, 2013/08/20
  • 数理細胞生物学の展開~基底膜分解酵素活性化モデル, ハイブリッド・ フォーラム, 2013/08/19
  • がん研究の新しい数学ツール:ホモロジー検査と数理細胞生物学, 日本がん転移学会, 教育講演, 2013/07/12
  • 勾配不等式と 2D-Smoluchowski-Poisson 方程式, 微分方程式セミナー, 2013/07/05
  • Blowup in infinite time for 2D Smoluchowski-Poisson equation, 応用解析セミナー, 2013/06/21
  • Pathway analysis for MMP2 activation, GDE Metice, 2013/06/18
  • Quantization in physical and biological nonlinear PDE models: method of the weak scaling limit, 1. Boltzmann-Poisson equation, 2. SmoluchowskiPoisson equation, 3. Recent developments, Lectures at University of Naples, 2013/05
  • Lotka-Vorterra 系の時間大域挙動, 日本数学会年会, 2013/03/24
  • 数理細胞生物学の方法, 応用トポロジーとシステムバイオロジー:数理医学の新たな挑戦, 2013/02/22
  • Lotka-Vorterra 系の時間大域挙動, 共同研究「非線型現象の数理モデル に現れる近平衡解の時間的漸近挙動に関する研究」, 2013/01/29
  • Mathematical methods in cancer research - bottom up and top down modeling, CREST Seminar, Towards Deeper Understanding of Biodynamic Principles, 2012/12/03
  • 細胞生物学における数理的方法, Seminar Supported by Electron Microscope, 2012/11/12
  • Smoluchowski-Poisson equation in statistical physics and cell biology - mathematics for blowup with quantization, 5th Polish-Japanese Days on Nonlinear Analysis in Interdisciplinary Sciences, Modelling, Theory and Simulations, 2012/11/06
  • Exclusion of boundary blowup for 2D chemotaxis system provided with Dirichlet boundary condition for the Poisson part, 日本数学会総合分科会, 2012/09/20
  • Exclusion of boundary blowup for 2D chemotaxis system provided with Dirichlet boundary condition for the Poisson part, PDE seminar, 2012/09/17
  • Exclusion of boundary blowup for 2D chemotaxis system provided with Dirichlet boundary condition for the Poisson part, 5th Euro-Japan Conference on Blowup, 2012/09/13
  • 実用化に近づく「数理医療」-ホモロジー画像診断と磁場源解析, 産学交 流会, 2012/06/13
  • Trudinger-Moser inequality for a point vortex mean fi eld limit with multi-intensities, RIMS研究集会 変分問題の展開-確率論と交錯する変分問題, 2012/06/11
  • 2D Smoluchowski-Poisson equation - method of the weak scaling limit, Seminar in Laboratories of Mathematics, Univ. Paul Sabatier, 2012/05/02
  • Mathematical models of cancer, The 2nd German-Japanese University Presidents' Confererence, Global Change and Adaptation, Session VII-d, Mathematics in the Fields of Life Science, Material Science and Enonomics, 2012/03/30
  • Gierer-Meinhardt系の時間大域挙動, 日本数学会2012年度年会函数方程式論分科会, 2012/03/28
  • Brownian point vortices - method of the weak scaling limit, Evolution Equations, Related Topics and Applications, 2012/03/21
  • 関数係数を持つLiouville-Gel'fand 問題に対する多点爆発解の漸近的非 退化性, 第61回理論応用力学講演会, 2012/03/07
  • 生体磁場源の探索-数理的方法, 数値計算・数値解析と逆問題-これまでと これから, 2012/03/05
  • A PDE approach to biological phenomena, Mathematics for Innovation: Large and Complex Systems, ESF-JSPS Frontier Science Conference Series of Young Researches, 2012/03/03
  • Practical aspects of some bio-magnetic inverse problems, 偏微分方程式の逆問題解析とその周辺分野に関する研究, 2012/01/24
  • Point vortex mean field theories - multi-intensities and kinetic theory, PDE seminar, 2012/01/12
  • Infinite dimensional dynamical systems and biological model, Ⅰ,Top-down and bottom-up modelings and mathematical structure, Ⅱ, Lotaka-Voterra systems, Ⅲ, Gierer-Meinhardt systems, ナポリ大学数学教室特別講演, 2012/01
  • Drift-diffusion model and 2D-Browinian point vorticies, The 8th East Asia PDE Conference, 2011/12/19
  • Method to identify indefi nite number of signal source positions with a time series of signal, 2011/11/22
  • Smoluchowski-Poisson equation - structure of kinetic mean fi eld equations, 2nd Dutch-Japan Workshop, 2011/11/09
  • Global-in-time behavior of a Gierer-Meinhardt system, 2nd Dutch-Japan Workshop, Analysis of non-equilibrium evolution problems, selected topics in material and life sciences, 2011/11/07
  • 数理モデルを用いた細胞分子反応パスウェイ解析-MT1-MMP について, 理論と実験, 2011/10/08
  • 走化性競合系-同時爆発と質量分離, 日本数学会総合分科会, 2011/09/30
  • Simultaneous blowup and collapse mass separation in a competitive system of chemotaxis, Nonlinear PDEs arising in mathematical biology, 2011/09/27
  • Global-in-time behavior of reaction-diffusion systems in biology, 武漢大学数学教室談話会, 2011/09/16
  • 数理医学が拓く腫瘍形成原理解明と医療技術革新, 越境する数学第2回領域シンポジウム,JST「数学と諸分野の協働によるブレークスルーの探索」, 2011/09/07
  • From static to kinetic mean eld theories - hierarchy and duality, RIMS Camp-style Seminar, Modern approach and developments of Onsager's theory on statistical Vortices, 2011/08/31
  • Competitive system of chemotaxis, International Conference on Nonlinear Partial Differential Equations and Applications, 2011/08/01
  • Mathematical methods for cancer invasion, ICIAM, 2011/07/22
  • Competitive system of chemotaxis, 第2 回南大阪応用数学セミナー, 2011/07/02
  • Mathematical medicine develops tumor growth research and medical technology innovations, plenary talk, Mathematical Methods in Cancer Cell Biology, The 3rd CREST-SBM International Conference, 2011/06/08
  • Hamilton structure and reaction diffusion equations, クレタ大学数学教室談話会, 2011/04/07
  • Critical exponent and quantization in a kinetic model of astrophysics mathematical analysis, International Workshop on Interaction between Mathematics and Fluid, 2011/03/08
  • Coordinates of mathematical model, fluid motion, equilibrium, duality, 2011/03
  • Smoluchowski-Poisson equation - wellposedness, asymptotic behavior, and blowup, Variational Problems Associated with Non-compact Palais-Smale sequences, 2011/02/15
  • 腫瘍診断と成長原理解明に関する数理的方法, 数学の展開-諸分野との連携を探る, 2010/11/27
  • Hamilton formalism to compressible non-viscous fluid equation, Concentration and Related Topics in Nonlinear Problems, International Workshop on PDE, 2010/11/23
  • Competitive system of chemotaxis: simultaneous blowup and collapse mass separation, Analysis Seminar, University of Naples, 2010/11/04
  • Competitive system of chemotaxis: simultaneous blowup and collapse mass separation, Max-Planc Institute, Leipzig, 2010/10/29
  • Hamiltonian is recursive: a hierarchy of self-interaction, Physics Seminar, Laboratoire de Physique Theorique, Toulouse, 2010/10/26
  • Mathematical modeling in cancer cell biology, Special Seminar of ITB, 2010/10/13
  • Mathematical methods in cancer and brain research - new approach, invention, and practice, Faculty of Science Postgraduate, Conference 2010, 2010/10/06
  • 圧縮性非粘性Euler 方程式のblowup criterion, 日本数学会総合分科会, 2010/09/25
  • がん初期浸潤過程の細胞変形数理モデル, 日本数学会総合分科会, 2010/09/24
  • 腫瘍形成に関わる細胞分子と数理~トップダウンモデリングとキーパスサーチ, 日本応用数理学会年会総合講演, 2010/09/06
  • 電流双極子数を自動決定する複数電流極子推定手法, 日本生体磁気学会, 2010/07/29
  • 循環するハミルトニアン-相互作用の階層, 愛媛大学数学教室談話会, 解析セミナー, 2010/07/28
  • ECM degradation - a top down modeling of invadopodia, International Workshop on Mathematics for Biology, 2010/07/11
  • 循環するハミルトニアン, 非線型コロキウム, 2010/07/02
  • 腫瘍形成に係る細胞分子と数理- トップダウンモデリングとキーパス リサーチ, 数理医学懇話会, 2010/06/26
  • Smoluchowski-Poisson equation and harmonic heat flow, 調和写像の深化と展望, 2010/06/02
  • Hamilton formalism to compressible non-viscous fluid equations, Chinese- German Conference on Fluid and Gas Dynamics, 2010/05/20
  • ECM degradation - A top down modeling on MT1-MMP metalloproteinase, Analysis Seminar, Department of Mathematics, Dundee University, 2010/05/14
  • Smoluchowski-Poisson equation in two-space dimension, method of scaled weak limit, Analysis Seminar, Department of Applied Mathematics, Heidelberg University, 2010/05/04
  • Smoluchowski-Poisson equation in two-space dimension, method of scaled weak limit, Differential and Topological Problems in Modern Theoretical Physics, 2010/04/29
  • Stationary solutions to the Pawlov system on shape memory materials, 日本数学会年会, 2010/03/25
  • 制約条件下での高次元半線形楕円型方程式の臨界指数について, 日本数学会年会, 2010/03/25
  • Mathematical medicine for cancer control, 2010/03/11
  • 研究・教育活動について, 中央大学理工学部数学教室談話会, 2010/03/04
  • Modeling the protein dynamics of invadopodia, a top up approach, International Workshop on Mathematics for Biology, Pohang Institute of Technology, 2010/02/23
  • Modeling the protein dynamic of invadopodia, a top down approach, Institute of Biomathematics and Biometry, Helmholtz Center, Munchen, 2010/02/18
  • Hamilton formalism to the compressible non-viscous fluid equations and application, The second workshop on mathematical science and nonlinear partial differential equations, 2010/02/06
  • Invasion - early stage of tumor metastasis and its mathematics, The 5th Geometry Conference for Friendship of Japan and China, 2010/01/30
  • Degenerate parabolic equation derived from the kinetic theory, 7th East Asia Conference on PDEs, City University of Hong Kong, 2009/12/17
  • Point vortex turbulence - a recursive hierarchy, The Second Chile-Japan Workshop on Nonlinear Elliptic and Parabolic PDEs, 2009/12/03
  • Pawlow's thermomechanical system of equations on shape memory materials, Nonlinear Evolution Equations and Related Topics, 2009/10/11
  • カイネティック理論から導出される退化放物型方程式の爆発解について-ε 正則性と爆発集合の構造, 日本数学会総合分科会, 2009/09/26
  • Stationary solutions to the Falk system on shape memory alloys, 日本数学会総合分科会, 2009/09/24
  • Degenerate parabolic equation derived from the kinety theory, Evolution Equations, Related Topics and Applications, Helmholtz Center, Munich, 2009/09/10
  • 点渦乱流平均場-循環的階層, 広島大学における微分方程式セミナー, 2009/08/31
  • Global in time solution to a class of tumor growth systems, EQUADIFF 12, Brno, Czech, 2009/07/23
  • Stationary and non-stationary states for thermoelastic system of shape memory alloys, Mathematical Challenges Motivated by Multi-Phase Materials, 2009/06/23
  • Analytic approach to the two-dimensional normalized Ricci flow equation, 保存則と幾何学的偏微分方程式とその応用, 2009/06/10
  • Modeling tumor invasion from molecular points of view, Vanderbilt Integrative Cancer Biology Center Presents, 2009/04/26
  • カイネティック理論から導出される退化放物型方程式について-弱解の 構成とbloup threshold, 日本数学会年会, 2009/03/28
  • Blow-up analysis for an elliptic equation for stationary vortex flow with variable intensities in 2D-turbulence, 日本数学会年会, 2009/03/27
  • 輸送理論と腫瘍形成モデリング, 数理セミナー, 2009/02/23
  • がん診断・腫瘍形成メカニズム解明に関する数理的方法, 拡大数理医学研究会, 2009/02/21
  • Einstein ’s formula and reaction diffusion equations, Mathematical Science and Nonlinear Differential Equations, 2009/02/14
  • 生体の形態と機能に関する数理, 待兼山コロキウム, 2009/01/28
  • 腫瘍形成の諸相解明に関する数理的方法, 臨時数理医学研究会, 2009/01/20
  • Geometric diffusion and meand field equations, The 1st Workshop of Shanghai Jiao Tong University and Osaka University on Mathematical Sciences, 2008/12/17
  • Harmonic heat flow と走化性方程式-幾何/解析/物理におけるエネル ギーと質量の量子化について, 多様体上の微分方程式, 2008/12/02
  • Mean field equations provided with mass quantization, PDE approximations in fast reaction-slow diffusion, 2008/11/12
  • Onsager の 2 次元乱流理論-最近の展開, 非線形ダイナミクス研究会, 2008/10/08
  • 高次元の質量量子化の解明, 平均場理論に関する集中セミナー V, 2008/10/04
  • Stationary Fix-Caginalp equation with non-local term, 日本数学会総合分科会, 2008/09/26
  • Potential well type results for critical semilinear parabolic equations with gradient term, 日本数学会総合分科会, 2008/09/26
  • Dimension control of the blowup set for parabolic and elliptic problems, Third Euro-Japanese Workshop on Blowup, 2008/09/11
  • An analytic approach to the normalized Ricci flow, 変分問題とその周辺, 2008/06/25
  • 拡散幾何と非線形解析に関する最近の話題, 微分幾何セミナー, 2008/06/18
  • カイネティック理論における退化放物型方程式, 第57回理論応用力学連合講演会, 2008/06/12
  • Analytic approach to the normalized Ricci flow equation, 日本数学会年会, 2008/03/25
  • An analytic approach to the normalized Ricci flow equation, Israel Institute of Technology, 2008/03/11
  • 変分的双対性と非線形科学- オイラー生誕 300年に寄せて, 第 43 回 Encounter with Mathematics, Euler300 歳記念, 流体力学・変分学編, 始祖 の業績と現在・未来への展開, 2008/02/21
  • 血管新生に関する数理的研究, 数理医学セミナー, 2008/02/16
  • Angiogenesis - a mathematical problem in medicine, Mathematical Modeling seminar, Athens Univ., 2008/01/04
  • Capacity estimate for a blowup set of parabolic equations, PDE seminar, Athens Univ., 2007/12/28
  • Analytic approach to the normalized Ricci flow equation, Special Talk, Napoli Academy, 2007/12/21
  • Capacity estimate for a blowup set of parabolic equations, PDE seminar, Napoli Univ., 2007/12/20
  • Analytic approach to the normalized Ricci flow equation, PDE seminar, Roma Univ., 2007/12/19
  • Semilinear parabolic equation on bounded domain with critical Sobolev exponent, Singularities Arising in Nonlinear Problems, 2007/11/27
  • 高次元の質量量子化について, 平均場理論に関する集中セミナー IV, 2007/11/18
  • Semilinear parabolic equation on bounded domain with critical Sobolev exponent, First Chile-Japan Workshop on Nonlinear Elliptic and Parabolic PDE, 2007/10/24
  • Global in time solution to a class of tumor growth systems, 日本数学会総合分科会, 2007/09/25
  • Capacity estimate for the blow-up set of parabolic equations, 日本数学会総合分科会, 2007/09/24
  • Semilinear parabolic equation on bounded domain with critical Sobolev exponent, 日本数学会総合分科会, 2007/09/24
  • An analytic approach to the normalized Ricci flow-like equation, 偏微分方程式集中セミナー, 2007/08/01
  • Semilinear parabolic equation on bounded domain with critical Sobolev exponent,, 変分問題とその周辺, 2007/06/21
  • On the finite-time blow-up of a non-local parabolic equation describing chemotaxis, 日本数学会年会, 2007/03/30
  • Asymptotic non-degeneracy of the solution to the mean field equation, 日本数学会年会, 2007/03/29
  • 磁気流体方程式系の弱解の存在について, 日本数学会年会, 2007/03/28
  • マイクロ電磁デバイスと関係する放物型方程式について, 日本数学会年会, 2007/03/28
  • 峠の定理により得られる臨界点の局所的性質と平均場方程式, 日本数学会年会, 2007/03/28
  • 臨界 Sobolev 指数の放物型方程式, 平均場理論に関する集中セミナー III, 2007/03/17
  • Smoluchowski-Poisson 方程式の無限時間爆発の量子化, 平均場理論に関する集中セミナー III, 2007/03/17
  • 平衡自己重力流体の質量量子化, 第 56 回理論応用力学連合講演会, 2007/03/07
  • 自己組織化の方程式:走化性と腫瘍形成, 微分方程式の総合的研究, 2006/12/17
  • Mass quantization in equilibrium self-gravitating fluid, Singularities Arising in Nonlinear Problems, 2006/12/05
  • 非平衡熱力学の変分構造とその数理的帰結~記憶形状合金の場合, 数理解析セミナー, 2006/11/06
  • Ricci flow と送化性方程式, 偏微分方程式特別研究会, 故蝦原幸義, 古庄 康浩両教授を偲んで, 2006/10/27
  • 一次元形状記憶合金方程式の定常状態の安定性, 日本数学会総合分科会, 2006/09/22
  • 平衡自己重力流体の質量量子化について, 日本数学会総合分科会, 2006/09/21
  • P-capacity of singular set of singular p-harmonic function is zero, 日本数学会秋季総合分科会, 2006/09/21
  • 死と再生:もうひとつの自己組織化, 日本応用数理学会年会, 2006/09/18
  • ある腫瘍方程式の適切性と Lyapunov 関数について, 島根大学における 微分方程式セミナー, 2006/08/30
  • もうひとつの送化性:量子化しない爆発機構, 島根大学における微分方 程式セミナー, 2006/08/29
  • 平行最適化を用いた脳磁図分析の数理解法アルゴリズムの研究, 第 10 回数理医学セミナー, 2006/07/28
  • 平衡自己重力流体の質量量子化について, 応用解析研究会, 2006/07/15
  • 平衡自己重力流体の質量量子化, 変分問題とその周辺, 2006/06/22
  • Scaling and duality - some mathematical studies on the mean field hierarchy, The Sixth East Asia PDE Conference, 2006/05/15
  • On a perturbed system of chemotaxis, 日本数学会年会, 2006/03/29
  • 定常乱流の平均場方程式について, 日本数学会年会, 2006/03/27
  • Mean field equation for the equilibrium turbulence and a related functional inequality, 日本数学会年会, 2006/03/27
  • Mean field equation for equilibrium vortices with neutral orientation, 日本数学会年会, 2006/03/27
  • スケーリングと双対性-平均場階層からの非線形科学, 第1回非線形テ クノサイエンス講演会, 2006/03/08
  • スケーリングと双対性-平均場階層からの非線形科学, 21 世紀 COE「究 極と統合の新しい基礎科学」研究活動報告会, 2006/03/06
  • スケーリングと双対性-平均場階層からの非線形科学, 第 53 回神楽坂解析セミナー, 2006/01/27
  • 階層と量子化:自己集合の科学, 医学数学シンポジウムVI, 2005/12/23
  • 場の変分構造と爆発の数理, 計算科学の基盤技術とその発展, 2005/12/01
  • 階層と量子化:自己集合の科学, 21 世紀COE「究極と統合の新しい基礎科学」研究会, 多体系・無限系と数学の前線, 2005/11/28
  • 平行最適化による逆元探査:音源定の場合, 21 世紀の診断工学とその周辺, 2005/11/24
  • Equilibrium of Self-Interacting Particles and Its Stability, 2005/11/11
  • 平衡乱流の平均場について, 非線形波動の数理と応用, 2005/10/26
  • Closed dissipative systems - the sealed self-organization, MATNON05, 京都工繊大学, 2005/09/29
  • 平行最適化の医学・工学応用, 日本応用数理学会年会, 2005/09/23
  • 現象論的方程式と双対変分, 第54 回高分子討論会, 2005/09/21
  • Method of the blowup envelope and applications, Self-Similar Solutions in Nonlinear PDE's, 2005/09/08
  • Mean field theories and dual variation, Progress on the Applied Analysis, Honolulu, 2005/08/29
  • System of self-interacting particles - method of the blowup envelope, Asymptotic Analysis and Singularity, MSJ-IRI, 2005/07/26
  • Clustering: new algorithm for solving inverse source problem, Hot Topics in Current Industrial and Applied Mathematics, Gyuiyang, 2005/07/14
  • 閉じた散逸系:封印された変分構造, 変分問題とその周辺, 京都大学数理 解析研究所, 2005/06/22
  • 輸送現象と双対変分構造, 京都解析コロキウム, 2005/05/07
  • Ginzburg-Landau 理論と双対変分原理, 無限次元力学系に関する集中セ ミナーIV, 2005/04/23
  • Blowup in infinite time in the simplified system of chemotaxis, 日本数学会年会, 2005/03/30
  • Navier-Stokes-Poisson 方程式の弱解について, 日本数学会年会, 2005/03/29
  • Asymptotic non-degeneracy of the solution to the Liouville-Gel ’fand problem in two dimension, 日本数学会年会, 2005/03/28
  • 自己組織化と相平均場方程式:Ginzburg-Landau 理論と双対変分, 医学 数学シンポジウムV, 2005/03/08
  • 数理医学の諸問題, 平成17年応用数理学会研究部会・同準備会連合発表会, 2005/03/03
  • Blowup in infinite time for the simplified system of chemotaxis, 反応拡散系に現れる時・空パターンのメカニズム, 2004/10/12
  • 平行最適化と脳磁図分析, 21 世紀の診断工学とその周辺(3), 2004/10/04
  • 自由エネルギーと自己相互作用粒子系, 数学者のための分子生物学入門, 2004/09/27
  • 腫瘍の血管新生の数理的方法について, 日本数学会総合分科会, 2004/09/21
  • Some existence results for solutions to SU(3) Toda system, 日本数学会総合分科会, 2004/09/20
  • Existence of the non-topological condensate in self-dual Chern-Simons gauge theory, 日本数学会総合分科会, 2004/09/20
  • Self-similar solutions for a semilinear heat equation with critical non- linearity, 愛媛大学における微分方程式セミナー, 2004/09/01
  • Morse-Smale property for a parabolic equation with non-local term, 愛媛大学における微分方程式セミナー, 2004/09/01
  • Method of symmetrization in the theory of self-dual gauge theory, Department of Mathematics, Sangu-Kyun-Kuan University, 2004/08/06
  • Parallel optimization applied to magneto-encephalography, ICCAM- 2004, Katholieke Universiteit Leuven, Belgium, 2004/07/27
  • 自由エネルギーと自己相互作用粒子系, 東京工業大学理学部, 2004/07/21
  • Lotka-Volterra 系の時空挙動~多種相互作用の熱力学, 応用解析研究会, 2004/07/19
  • 非線形ダイナミクスと自己組織化, 未来研究ラボシステム成果報告会, 2004/07/13
  • 平行最適化と脳磁図分析, 医用数学シンポジウム, 2004/06/12
  • 自由エネルギーと自己相互作用粒子系:数学的アプローチ, 語ろう数理 研究会, 2004/05/08
  • Mean field theories and dual variation, Sungkyunkwan University, 2004/04/20
  • 自己組織化の非線形科学, 非線形ダイナミクス定例研究会, 2004/04/13
  • A quasi-linear parabolic system of chemotaxis, 日本数学会年会, 2004/03/31
  • Nonlocal Gel ’fand problem in higher dimension, 日本数学会年会, 2004/03/30
  • 平行最適化と脳磁図分析, 日本数学会年会, 2004/03/29
  • 平行最適化と脳磁図分析, 医学数学シンポジウムIV, 2004/03/05
  • 自己相互作用粒子系における平均場集中質量の量子化, 発展方程式研究会, 2003/12/24
  • Mass quantization in the theory of self-interacting particles, Seoul National University, 2003/12/18
  • 送化性方程式に関する未解決問題, 無限次元力学系に関する集中セミ ナーII, 2003/11/21
  • Mass quantization in the theory of self-interacting particles, Nonlocal elliptic and parabolic problems, 2003/11/20
  • Mass quantization in the meant eld of self-interacting particles, National Center for Theoretical Research, Taiwan, 2003/11/07
  • Stokes 方程式の解の界面正則性, 日本数学会総合分科会, 2003/09/27
  • Blow-up analysis for solutions to the Liouville type equation arising in the electroweak theory, 日本数学会総合分科会, 2003/09/25
  • 半線形熱方程式に対する爆発後の解の接続について, 日本数学会総合分 科会, 2003/09/25
  • Blowup mechanism in a system of chemotaxis,, Nonlocal elliptic and parabolic problems, Bedlewo, 2003/09/11
  • A new optimization technique for the inverse problem in magnetoencephalography, 4th International Conference on Noninvasive Functional Source Imaging, 2003/09/10
  • 爆発と力学系の量子化, 偏微分方程式夏の集中セミナー, 2003/08/05
  • 非線形現象の数理科学:多粒子系とエントロピー, 大阪大学基礎工学部 公開講座, 2003/07/31
  • 創発性の高い爆発機構:自己組織化の理論, 変分問題とその周辺, 2003/06/25
  • 量子化する爆発機構:非線形量子力学の理論, 富山大学理学部談話会, 2003/06/03
  • 双対変分原理の理論I, 無限次元力学系に関する集中セナーI, 2003/04/25
  • 自己相互作用粒子系の数理:自由エネルギーと自己組織化, 未来研究ラボ「非線形ダイナミクス」研究会, 2003/04/17
  • Mass normalization of collapses in the theory of self-interacting particles, 日本数学会年会, 2003/03/26
  • Fisher 型方程式の解の挙動について, 日本数学会年会, 2003/03/26
  • Mass quantization in the theory of self-interacting particles, Colloquium at Seoul National Univ., 2003/03/20
  • Story of nonlinear quantum mechanics in the theory of selfinteracting particle, Colloquium at Yonsei, Univ., 2003/03/18
  • 脳磁図分析解法アルゴリズムの数理解析, 第5回日本ヒト脳機能マッピ ング学会大会, 2003/03/16
  • 数理医学に関わる3つの話題, 医学数学シンポジウムIII, 2003/03/05
  • 非局所項をもつある半線形楕円型固有値問題について, 数理モデルと関 数方程式の解のダイナミクス, 2003
  • Mass normalization in the theory of self-interacting particles, 第 28 回 発展方程式研究会, 2002/12/21
  • Mass quantization of collapses in the theory of self-interacting particles, 非線形微分方程式のパターン形成とその力学的な視点からの解析, 2002/12/13
  • 脳磁図分析の数理解析アルゴリズムにたずさわって, 大阪大学基礎工学部談話会, 2002/11/27
  • 2次元ダム問題に対する反復解法の収束について, 微分方程式の数値解 法と線形計算, 2002/11/20
  • 自己重力粒子のエネルギー輸送問題, 自己相互作用粒子系の数学解析と数理, 2002/11/08
  • 自己相互作用粒子系の変分構造と爆発機構について, 非線形波動の数理とその応用, 2002/10/24
  • 自己相互作用粒子系の爆発機構, 京都大学大学院理学研究科数学専攻談話会, 2002/10/23
  • Blowup behavior of solutions to rescaled Jäger-Luckhaus system, 日本数学会総合分科会, 2002/09/26
  • ダムの問題の数値解とその収束, 日本数学会総合分科会, 2002/09/25
  • Free energy and self-interacting particles, The Third East Asia Symposium on PDE, National Chung Cheng University, Taiwan, 2002/09/04
  • 粘菌方程式の数理:collapse は量子化する, 偏微分方程式夏の集中セミ ナー, 2002/08/02
  • Formation of collapses in a simplified system of chemotaxis, Mathematical Modelling and Computing in Biology and Medicine, the 5th Conference of the European Society of Mathematical and Theoretical Biology, 2002/07/05
  • Free energy and variational structures for self-interacting particales, 変分問題とその周辺, 2002/06/26
  • 自己相互作用粒子系の爆発機構の量子化について, 東京都立大学大学院理学研究科数学専攻談話会, 2002/06/13
  • Free energy and self-interacting particles, Progress in Partial Differential Equations, Washington State Univ., 2002/05/25
  • 非線形半群と退化放物型方程式の有限要素近似, 日本数学会年会, 2002/03/30
  • 脳波を記述する積分方程式について, 日本数学会年会, 2002/03/30
  • 場と粒子・量子化する爆発機構, 医学数学シンポジウム II, 2002/03/06
  • 場と粒子・量子化する爆発機構, 大阪大学大学院理学研究科数学専攻談話会, 2002/01/21
  • Mass quantization of the non-equilibrium mean field on selfinteracting particles, Workshop on Nonlinear Problems in Gauge Theory and Fluid Dynamics, Seoul National University, 2002
  • Collapse の量子化に関する注意, 走化性方程式に関する集中セミナー IV, 2001/12/22
  • Interface regularity for Maxwell and Stokes systems, 数値流体と確率解析, 2001/11/29
  • 非線形半群と退化放物型方程式の数値解法, 関数方程式の解のダイナミ クスとその周辺, 2001/11/12
  • 有限時間爆発と無限時間爆発, 界面正則性と爆発解に関する集中セミ ナー II, 2001/10/19
  • Maxwell/Stokes 方程式の界面正則性, 日本数学会総合分科会, 2001/10/05
  • Free energy and vartional structures in the system of self-interacting particles, I.II., 日本数学会総合分科会, 九州大学, 2001/10/03
  • Asymptotic behavior of a solution to the Fisher equation, 微分方程式セミナー, 2001/09/11
  • Exponential nonlinearity revisited, 走化性方程式に関する集中セミナー III, 2001/08/31
  • 自己相互作用粒子系における自由エネルギーと変分構造について, 偏微分方程式夏の集中セミナー, 2001/08/03
  • Free energy and variational structures in the system of selfinteracting particles, 第26回偏微分方程式札幌シンポジウム, 2001/07/31
  • 放物型方程式の解の爆発後の挙動について, 界面正則性と爆発解に関する集中セミナー, 2001/07/25
  • Palais-Smale sequence relative to the Trudinger-Moser inequality, Nonlinear Elliptic Equations and Transition Phenomena, Isaac Newton Institute, 2001/07/02
  • Palais-Smale sequence relative to the Trudinger-Moser inequality, 変分問題とその周辺, 2001/06/25
  • Free energy and variationa structures in the system of self-interacting particles, 2nd East Asia Differential Equations Conference, Seoul National Univ., 2001/06/19
  • 非適切問題から「心」へ... 脳磁図分析の数理的考察, 第5回環瀬戸内 応用数理研究部会シンポジウム・特別講義, 2001/06/09
  • Free energy and the variational structure in the system of selfinteracting particles, 数理解析セミナー, 2001/05/25
  • Palais-Smale sequence relative to the Trudinger-Moser inequality, PDE and Mathematical Biology, Wuhan Univ., 2001/05/10
  • Weak solutions to a parabolic-ellictip system of chemotaxis,, 日本数学会年会, 2001/03/28
  • 走化性方程式系に対する自己相似解, 日本数学会年会, 2001/03/28
  • Palais-Smale sequence relative to the Trudinger-Moser inequality, 日本数学会年会, 2001/03/27
  • 自己相互作用粒子系の数理:collapse の量子化について, 非線形問題に関する小さな集い, 2001/02/24
  • 脳磁図分析の数学的諸問題, 医学数学シンポジウム I, 2001/02/08
  • Time global solutions for a parabolic elliptic system of chemotaxis, 反応拡散方程式の理論と応用, 2001/02/06
  • 脳磁図分析の数学的諸問題, 生命の数理的認識の原理と展開, 2001/01/30
  • 自己相互作用粒子系の物理と数理, 確率論セミナー, 2001/01/09
  • A delta function singularity of solutions to some systems related to biology, 非線形問題に現れる特異性の解析, 1999
  • Keller-Segel 系の爆発解の挙動について, 偏微分方程式セミナー, 1999
  • 磁場と関連したある逆問題について, 偏微分方程式セミナー, 1999
  • 走化性方程式:数理生物学がもたらした数学的構造, 日本応用数理学会, 1999
  • 脳磁図分析(2): 非適切問題から「心」へ, 日本数学会総合分科会, 1999
  • 脳磁図分析(1): Geselowitz 方程式の数理, 日本数学会総合分科会, 1999
  • 粘菌方程式の数理(2): Collapse の形成, 日本数学会総合分科会, 1999
  • 粘菌方程式の数理(1): 変分構造と力学系, 日本数学会総合分科会, 1999
  • Keller-Segel 方程式系の爆発解について, 微分方程式研究会, 1999
  • 発見的逆問題アルゴリズムの数学的基礎, 日本学術振興会未来開拓事業推進事業研究会, 1999
  • パラメータ降下法と脳磁図分析, 数値解析研究会, 1999
  • 粘菌方程式の数理:collapse の形成と爆発点の有限性, 変分問題とその周辺, 1999
  • 脳磁図分析の数学的基礎, 第3回環瀬戸内応用数理研究部会, 1999
  • 粘菌方程式の数理:変分構造と力学系, 変分法セミナ, 1999
  • 粘菌方程式の数理:collapse の形成と爆発点の有限性, 談話会, 1999
  • 脳磁図分析の数学的構造, 日本学術振興会未来開拓事業推進事業研究会, 1999
  • 半線形放物型方程式の自己相似解の対称性について, 日本数学会年会, 1999
  • Some structures of stationary solutions to Keller-Segel model, 日本数学会年会, 1999
  • 準線形放物型方程式のブロウアップ条件について, 日本数学会年会, 1999
  • Chemotactic collapse in Keller-Segel systems, Reaction Diffusion Systems,, 1999
  • Some structures of solutions for an elliptic equation related to chemotaxis, Free Boundary Problems, 1999
  • Magnetoencephalography: approaching mind via illposed problem, The Fourth Workshop on Differential Equations, 1999
  • Chemotactic collapse for a parabolic system of mathematical biology, International Conference on Differential Equations and Related Topics, 1999
  • 三たび粘菌方程式について, 偏微分方程式集中セミナー, 1998
  • 数理物理に現れる非線形問題とその数学解析,プラズマ閉じこめに関連する数値計算手法の研究, 文部省核融合研究所, 1998
  • 脳磁図分析逆問題の数学的基礎, 日本学術振興会未来開拓事業推進事業合宿研究会, 1998
  • 粘菌方程式の数理:変分構造と力学系, 応用解析セミナー, 1998
  • Radial symmetry of self-similar solutions for semilinear heat equations, 関数方程式の方法と応用, 1998
  • 粘菌方程式の数理:変分構造と力学系, 関数方程式の方法と応用, 1998
  • 脳磁図分析の数学的基礎, 日本学術振興会未来開拓事業セミナー, 1998
  • 非線形偏微分方程式:最近の動向と成果, 日本数学会総合分科会企画特別講演, 1998
  • Concentration behavior of blow-up solutions for a simplified system of chemotaxis, 日本数学会総合分科会, 1998
  • 準線形放物型方程式のブロウアップ条件について, 微分方程式セミナー, 1998
  • 粘菌方程式再説, 偏微分方程式集中セミナー, 1998
  • 粘菌方程式の数理, 生田応用解析セミナー, 1998
  • Magnetoencephalography: mathematics applied to medical science, Korea-Japan PDE Young Scholar Conference, 1998
  • System of chemotaxis, variational strucuture and dynamics, 1998
  • Some structures of the solution set for a stationary system of chemotaxis, Nonlinear, National Center of Theoretical Science, 1998
  • Chemotaxis, Colloquium of Department of Mathematics, 1998
  • Posto blow-up behavior of solutions for parabolic equations, PDE seminar, 1998
  • System of chemotaxis: concentration behavior of blow-up solutions, PDE seminar, 1998
  • Systems of chemotaxis: concentration behavior of blow-up solutions, Recent Topics in Nonlinear Partial Differential Equations, 1998
  • Curved moving planes and applications, The 3rd Korea-Japan PDE Conference, 1996
  • Interior imperfect ignition cannot occur on a set of positive measure, Structure of Solutions for Partial Differential Equations, 1996
  • Finite element approximation of degenerate parabolic equations, Fifth International Conference on Evolution Equations and their Applications to Technology, 1996
  • Post blow-up behavior for parabolic equations, The Second World Congress of Nonlinear Analysis, 1996
  • L 1 -illposed quasilinear parabolic equations, The 3rd Japan-Korea PDE Conference, 1996
  • Oscillatory theorem and pendent liquid drops, The 3rd International Congress on Industrial and Applied Mathematics, 1995
  • Curved moving planes and applications, The 2nd Korea-Japan PDE Conference, 1994
  • Semilinear elliptic equations related to the Trudinger inequality: radial and non-radial cases, SAMS Symposium on Nonlinear PDE, 1994
  • Semilinear elliptic equations related to the Trudinger inequality: radial and non-radial cases, SAMS Symposium on Nonlinear PDE, 1994
  • Pendent liquid drops and oscillatory theorems, Workshop on Nonlinear Partial Differential Equations, Pattern Formation, Singularities and Related Topics, 1994
  • The 1st Korea-Japan PDE Conference, 1993
  • Semilinear elliptic problems with exponential nonlinearity, PDE Seminar, 1992
  • Workshop on Nonlinear Partial Differential Equations of Elliptic and Parabolic Type, Institute for Mathematics and Its Applications, 1991
  • Lectures on Emden-Fowler Equation with Exponential Nonlinearity, 1991
  • First Japan - Sino Symposium on Partial Differential Equations, National Tsing - Hua Univ. Hsincu, 1990
  • Lectures on Applied Inverse Problems, Department of Mathematics, 1990
  • A parabolic inverse problem in chemical industry, Inverse Problems in Engineerings Sciences, 1990
  • Two dimensional Emden-Fowler equation with exponential nonlinearity,, Nonlinear Diffusion Equations and their Equibrium States 3, 1989
  • Radial and nonradial solutions for semilinear elliptic equations on circular domains, Geometry of Solutions for Partial Differential Equations, 1988
  • Radial and nonradial solutions for semilinear elliptic equations on circular domains, Geometry of Solutions for Partial Differential Equations, 1987
  • Multi-dimensional inverse problems, Summer School of Amer, 1987
  • Stability of boundary identification for hyperbolic equations, IMACS-IFAC Symposium on Modelling and Simulation for Control of Lumped and Distributed Parameter Systems, 1986
  • Gel’fand-Levitan’s theory and related inverse problems, Inverse Problems, 1986
  • On a multi-dimensional inverse problem related to the Gel’fand-Levitan theory, Differential Equations and Mathematical Physics, 1986
  • On the inverse Strum-Liouville problem, PDE Seminar, 1984
  • On the inverse Strum-Liouville problem, PDE Seminar, 1983
  • Certain moving sensors and observability for parabolic equations, PDE Seminar, 1983
  • An inverse spectral problem with a bifurcation structure, Computing Center, 1983
  • Inverse problems for parabolic equations on compact intervals and on circles, PDE Seminar, 1983
  • Deformation formulas and their applications to spectral and evolutional inverse problems, Nonlinear Partial Differential Equations in Applied Sciences, 1982
  • International Conference on Computing Methods in Applied Sciences and Engineering, INRIA, 1981

Committee Memberships

  • 京都大学数理解析研究所専門委員会委員, 2009 - 2011
  • 日本学術振興会特別研究員等審査会専門委員および国際事業書面審査委員, 2009 - 2011
  • 大阪大学大学院基礎工学研究科大学院教務委員長, 2008 - 2010
  • 日本応用数理学会理事, 2008 - 2009
  • 日本応用数理学会評議委員, 1990 - 2007
  • 徳島大学工学部外部評価委員, 2003 - 2005
  • 日本数学会大学数学基礎教育ネットワーク連絡委員, 1997 - 1999
  • 大阪大学同和問題委員会委員, 1997 - 1998
  • 「数学」編集委員, 1994 - 1995
  • 日本応用数理学会実行委員長, 2009 -
  • 日本学術振興会科学研究費委員会専門委員, 2009 -
  • 浦項工科大学数学教室外部評価委員, 2008 -
  • 日本学術振興会科学研究費委員会専門委員, 2008 -
  • 大阪大学大学院基礎工学研究科大学院教務副委員長, 2007 -
  • 大阪大学学部前期入学試験科目責任者, 2006 -
  • 大阪大学大学院基礎工学研究科情報科学科学科長・数理科学分野分野主任, 2003 -
  • 大阪大学大学院理学研究科数学専攻専攻長, 2001 -
  • 大阪大学大学院理学研究科教務委員, 1997 -