Basic Information

Faculty

• 工学部 工学部 情報学科

Academic Degree

• 修士（工学）(奈良先端科学技術大学院大学)
• 博士（工学）(奈良先端科学技術大学院大学)

Language of Instruction

• Japanese

ID,URL

• J-Global ID

  201401046381003920

researchmap URL

• https://researchmap.jp/7000008445

Research

Research Topics, Overview of the research

• Research Topics

  Mathematical Optimization and its applications

Research Areas

• Informatics, Mathematical informatics

Papers

• An alternating direction method of multipliers with the BFGS update for structured convex quadratic optimization

  Yan Gu; Nobuo Yamashita

  Computational and Applied Mathematics, Apr. 2021, Peer-reviewed

  
• A proximal ADMM with the Broyden family for convex optimization problems

  Yan Gu; Nobuo Yamashita

  Journal of Industrial & Management Optimization, 2021, Peer-reviewed

  
• Nonmonotone line searches for unconstrained multiobjective optimization problems

  Kanako Mita; Ellen H. Fukuda; Nobuo Yamashita

  Journal of Global Optimization, Sep. 2019, Peer-reviewed

  
• Augmented Lagrangian Method with Alternating Constraints for Nonlinear Optimization Problems

  Siti Nor Habibah Binti Hassan; Tomohiro Niimi; Nobuo Yamashita

  Journal of Optimization Theory and Applications, Jun. 2019, Peer-reviewed

  
• Proximal gradient methods for multiobjective optimization and their applications

  Hiroki Tanabe; Ellen H. Fukuda; Nobuo Yamashita

  Computational Optimization and Applications, Mar. 2019, Peer-reviewed

  
• Duality of nonconvex optimization with positively homogeneous functions

  Shota Yamanaka; Nobuo Yamashita

  Computational Optimization and Applications, Dec. 2018, Peer-reviewed

  
• A new DC method for BMI-constrained optimization

  Ichiro Isonishi; Ellen H. Fukuda; Nobuo Yamashita

  Proceedings of the 61st Annual Conference of the Institute of Systems, Control and Information Engineers, May 2017

  
• On using nonmonotone line search techniques in steepest descent methods for multiobjective optimization

  Kanako Mita; Ellen H. Fukuda; Nobuo Yamashita

  Proceedings of the 61st Annual Conference of the Institute of Systems, Control and Information Engineers, May 2017

  
• Block coordinate proximal gradient methods with variable Bregman functions for nonsmooth separable optimization

  Xiaoqin Hua; Nobuo Yamashita

  MATHEMATICAL PROGRAMMING, Nov. 2016, Peer-reviewed

  
• An exchange method with refined subproblems for convex semi-infinite programming problems

  Takayuki Okuno; Shunsuke Hayashi; Nobuo Yamashita; Kensuke Gomoto

  OPTIMIZATION METHODS & SOFTWARE, 2016, Peer-reviewed

  
• A BLOCK COORDINATE DESCENT METHOD FOR A MAXIMUM LIKELIHOOD ESTIMATION PROBLEMS OF MIXTURE DISTRIBUTIONS

  Yuya Yamakawa; Nobuo Yamashita

  PACIFIC JOURNAL OF OPTIMIZATION, Oct. 2015, Peer-reviewed

  
• A DIFFERENTIABLE MERIT FUNCTION FOR SHIFTED PERTURBED KARUSH-KUHN-TUCKER CONDITIONS OF THE NONLINEAR SEMIDEFINITE PROGRAMMING

  Yuya Yamakawa; Nobuo Yamashita

  PACIFIC JOURNAL OF OPTIMIZATION, Jul. 2015, Peer-reviewed

  
• ITERATION COMPLEXITY OF A BLOCK COORDINATE GRADIENT DESCENT METHOD FOR CONVEX OPTIMIZATION

  Xiaoqin Hua; Nobuo Yamashita

  SIAM JOURNAL ON OPTIMIZATION, 2015, Peer-reviewed

  
• A regularized Newton method without line search for unconstrained optimization

  Kenji Ueda; Nobuo Yamashita

  COMPUTATIONAL OPTIMIZATION AND APPLICATIONS, Oct. 2014, Peer-reviewed

  
• A two-step primal-dual interior point method for nonlinear semidefinite programming problems and its superliner convergence

  Yuya Yamakawa; Nobuo Yamashita

  Journal of the Operations Research Society of Japan, 2014, Peer-reviewed

  
• Analysis of Sparse Quasi-Newton Updates with Positive Definite Matrix Completion

  Yu-Hong Dai; Nobuo Yamashita

  Journal of the Operations Research Society of China, 2014, Peer-reviewed

  
• AN INEXACT COORDINATE DESCENT METHOD FOR THE WEIGHTED l(1)-REGULARIZED CONVEX OPTIMIZATION PROBLEM

  Xiaoqin Hua; Nobuo Yamashita

  PACIFIC JOURNAL OF OPTIMIZATION, Oct. 2013, Peer-reviewed

  
• 制約なし最小化問題に対する勾配法，ニュートン型手法の反復回数の見積もり

  山下信雄; 上田健詞

  日本オペレーションズ・リサーチ学会和文論文誌, 2013, Peer-reviewed

  
• Global Complexity Bound Analysis of the Levenberg-Marquardt Method for Nonsmooth Equations and Its Application to the Nonlinear Complementarity Problem

  Kenji Ueda; Nobuo Yamashita

  JOURNAL OF OPTIMIZATION THEORY AND APPLICATIONS, Feb. 2012, Peer-reviewed

  
• A derivative-free trust-region algorithm for unconstrained optimization with controlled error

  Jun Takaki; Nobuo Yamashita

  Numerical Algebra, Control and Optimization, Feb. 2011, Peer-reviewed

  
• Convergence analysis of sparse quasi-Newton updates with positive definite matrix completion for two-dimensional functions

  Yu-Hong Dai; Nobuo Yamashita

  Numerical Algebra, Control and Optimization, Feb. 2011, Peer-reviewed

  
• On a Global Complexity Bound of the Levenberg-Marquardt Method

  Kenji Ueda; Nobuo Yamashita

  JOURNAL OF OPTIMIZATION THEORY AND APPLICATIONS, Dec. 2010, Peer-reviewed

  
• Convergence Properties of the Regularized Newton Method for the Unconstrained Nonconvex Optimization

  Kenji Ueda; Nobuo Yamashita

  APPLIED MATHEMATICS AND OPTIMIZATION, Aug. 2010, Peer-reviewed

  
• New Local Search Methods for Improving the Lagrangian-Relaxation-Based Unit Commitment Solution

  Takeshi Seki; Nobuo Yamashita; Kaoru Kawamoto

  IEEE TRANSACTIONS ON POWER SYSTEMS, Feb. 2010, Peer-reviewed

  
• CONVEX EXPECTED RESIDUAL MODELS FOR STOCHASTIC AFFINE VARIATIONAL INEQUALITY PROBLEMS AND ITS APPLICATION TO THE TRAFFIC EQUILIBRIUM PROBLEM

  Rhoda P. Agdeppa; Nobuo Yamashita; Masao Fukushima

  PACIFIC JOURNAL OF OPTIMIZATION, Jan. 2010, Peer-reviewed

  
• Sparse quasi-Newton updates with positive definite matrix completion

  Nobuo Yamashita

  MATHEMATICAL PROGRAMMING, Sep. 2008, Peer-reviewed

  
• An implicit programming approach for the road pricing problem with nonadditive route costs

  Rhoda P. Agdeppa; Nobuo Yamashita; Masao Fukushima

  JOURNAL OF INDUSTRIAL AND MANAGEMENT OPTIMIZATION, Feb. 2008, Peer-reviewed

  
• The traffic equilibrium problem with nonadditive costs and its monotone mixed complementarity problem formulation

  Rhoda P. Agdeppa; Nobuo Yamashita; Masao Fukushima

  TRANSPORTATION RESEARCH PART B-METHODOLOGICAL, Oct. 2007, Peer-reviewed

  
• スペースデブリ観測レーダの操作計画に対する最長路アプローチ

  池端祐介; 山下信雄

  システム制御情報学会誌, 2007, Peer-reviewed

  
• A smoothing and reformulation method for generalized semi-infinite program

  Doko Shinya; Fukushima Masao; Yamashita Nobuo

  Proceedings of the Annual Conference of the Institute of Systems, Control and Information Engineers, 2006

  
• A sparse quasi-Newton update for large scale constrained minimization problems

  Tien Hoang Dinh; Yamashita Nobuo; Fukushima Masao

  Proceedings of the Annual Conference of the Institute of Systems, Control and Information Engineers, 2006

  
• Levenberg-Marquardt methods with strong local convergence properties for solving nonlinear equations with convex constraints (vol 173, pg 321, 2005)

  C Kanzow; N Yamashita; M Fukushima

  JOURNAL OF COMPUTATIONAL AND APPLIED MATHEMATICS, May 2005, Peer-reviewed

  
• A matrix-splitting method for symmetric affine second-order cone complementarity problems

  S Hayashi; T Yamaguchi; N Yamashita; M Fukushima

  JOURNAL OF COMPUTATIONAL AND APPLIED MATHEMATICS, Mar. 2005, Peer-reviewed

  
• ROBUST NASH EQUILIBRIA AND SECOND-ORDER CONE COMPLEMENTARITY PROBLEMS

  Shunsuke Hayashi; Nobuo Yamashita; Masao Fukushima

  JOURNAL OF NONLINEAR AND CONVEX ANALYSIS, 2005, Peer-reviewed

  
• A combined smoothing and regularization method for monotone second-order cone complementarity problems

  S Hayashi; N Yamashita; M Fukushima

  SIAM JOURNAL ON OPTIMIZATION, 2005, Peer-reviewed

  
• On the level-boundedness of the natural residual function for variational inequality problems

  Nobuo Yamashita; Masao Fukushima

  2005, Peer-reviewed

  
• Levenberg-Marquardt methods with strong local convergence properties for solving nonlinear equations with convex constraints

  C Kanzow; N Yamashita; M Fukushima

  JOURNAL OF COMPUTATIONAL AND APPLIED MATHEMATICS, Jan. 2005, Peer-reviewed

  
• A combined smoothing and regularization method for monotone second-order cone complementarity problems

  S Hayashi; N Yamashita; M Fukushima

  SIAM JOURNAL ON OPTIMIZATION, 2005, Peer-reviewed

  
• Levenberg-Marquardt methods with strong local convergence properties for solving nonlinear equations with convex constraints

  C Kanzow; N Yamashita; T Fukushima

  JOURNAL OF COMPUTATIONAL AND APPLIED MATHEMATICS, Dec. 2004, Peer-reviewed

  
• A nonlinear complementarity approach to multiuser power control for digital subscriber lines

  N Yamashita; ZQ Luo

  OPTIMIZATION METHODS & SOFTWARE, Oct. 2004, Peer-reviewed

  
• Regularized Newton methods for convex minimization problems with singular solutions

  DH Li; M Fukushima; LQ Qi; N Yamashita

  COMPUTATIONAL OPTIMIZATION AND APPLICATIONS, Jul. 2004, Peer-reviewed

  
• On the identification of degenerate indices in the nonlinear complementarity problem with the proximal point algorithm

  N Yamashita; H Dan; M Fukushima

  MATHEMATICAL PROGRAMMING, Mar. 2004, Peer-reviewed

  
• The incremental Gauss-Newton algorithm with adaptive stepsize rule

  H Moriyama; N Yamashita; M Fukushima

  COMPUTATIONAL OPTIMIZATION AND APPLICATIONS, Nov. 2003, Peer-reviewed

  
• A linearly convergent descent method for stronglymonotone variational inequality problems

  R.S. Bipasha; Kenjiro Yamada; Nobuo Yamashita; Masao Fukushima

  Journal of Nonlinear and Convex Analysis,4,15-23, 2003, Peer-reviewed

  
• A superlinearly convergent algorithm for the monotone nonlinear complementarity problem without uniqueness and nondegeneracy conditions

  H Dan; N Yamashita; M Fukushima

  MATHEMATICS OF OPERATIONS RESEARCH, Nov. 2002, Peer-reviewed

  
• Convergence properties of the inexact Levenberg-Marquardt method under local error bound conditions

  H Dan; N Yamashita; M Fukushima

  OPTIMIZATION METHODS & SOFTWARE, 2002, Peer-reviewed

  
• Nonsmooth equation based BFGS method for solving KKT systems in mathematical programming

  DH Li; N Yamashita; M Fukushima

  JOURNAL OF OPTIMIZATION THEORY AND APPLICATIONS, Apr. 2001, Peer-reviewed

  
• On the rate of convergence of the Levenberg-Marquardt method

  Nobuo Yamashita; Masao Fukushima

  Computing,15,239-249, 2001, Peer-reviewed

  
• An infeasible interior proximal method convex programming problems withlinear constraints

  Nobuo Yamashita; Christian Kanzow; Tomoyuki Morimoto; Masao Fukushima

  Journal of Nonlinear and Convex Analysis,2,139-156, 2001, Peer-reviewed

  
• The proximal point algorithm for the P-0 complementarity problem

  N Yamashita; J Imai; M Fukushima

  COMPLEMENTARITY: APPLICATIONS, ALGORITHMS AND EXTENSIONS, 2001, Peer-reviewed

  
• The proximal point algorithm with genuine superlinear convergence for the monotone complementarity problem

  N Yamashita; M Fukushima

  SIAM JOURNAL ON OPTIMIZATION, Nov. 2000, Peer-reviewed

  
• A new derivative-free descent method for the nonlinear complementarity problem

  K Yamada; N Yamashita; M Fukushima

  NONLINEAR OPTIMIZATION AND RELATED TOPICS, 2000, Peer-reviewed

  
• The extended semidefinite linear complementarity problem: A reformulationapproach

  Masahiro Shibata; Nobuo Yamashita; Masao Fukushima

  Nonlinear Analysis and Convex Analysis,W. Takahashi and T. Tanaka(eds.), 1999, Peer-reviewed

  
• A New Merit Function and a Descent Method for Semidefinite Complementarity Problems.

  YAMASHITA N; FUKUSHIMA M

  Reformulation Nonsmooth Piecewise Smooth Semismooth Smoothing Method, 1999, Peer-reviewed

  
• Properties of restricted NCP functions for nonlinear complementarity problems

  N Yamashita

  JOURNAL OF OPTIMIZATION THEORY AND APPLICATIONS, Sep. 1998, Peer-reviewed

  
• New NCP-functions and their properties

  C Kanzow; N Yamashita; M Fukushima

  JOURNAL OF OPTIMIZATION THEORY AND APPLICATIONS, Jul. 1997, Peer-reviewed

  
• Modified Newton methods for solving a semismooth reformulation of monotone complementarity problems

  N Yamashita; M Fukushima

  MATHEMATICAL PROGRAMMING, Mar. 1997, Peer-reviewed

  
• Unconstrained optimization reformulations of variational inequality problems

  N Yamashita; K Taji; M Fukushima

  JOURNAL OF OPTIMIZATION THEORY AND APPLICATIONS, Mar. 1997, Peer-reviewed

  
• Equivalent unconstrained minimization and global error bounds for variational inequality problems

  N Yamashita; M Fukushima

  SIAM JOURNAL ON CONTROL AND OPTIMIZATION, Jan. 1997, Peer-reviewed

  
• Equivalence of complementarity problems to differentiable minimization: A unified approach

  P Tseng; N Yamashita; M Fukushima

  SIAM JOURNAL ON OPTIMIZATION, May 1996, Peer-reviewed

  
• ON STATIONARY-POINTS OF THE IMPLICIT LAGRANGIAN FOR NONLINEAR COMPLEMENTARITY-PROBLEMS

  N YAMASHITA; M FUKUSHIMA

  JOURNAL OF OPTIMIZATION THEORY AND APPLICATIONS, Mar. 1995, Peer-reviewed

  

Misc.

• A new exchange method with a refined subproblem for solving convex semi-infinite programs (Optimization Algorithms : theory, application and implementation)

  Gomoto Kensuke; Yamashita Nobuo; Okuno Takayuki; Hayashi Shunsuke

  RIMS Kokyuroku, Jan. 2015

  
• Methods for Optimization and Equilibrium Problems Preface

  Xiaojun Chen; Nobuo Yamashita

  COMPUTATIONAL OPTIMIZATION AND APPLICATIONS, Oct. 2014

  
• 2-A-8 凸半無限計画問題に対する交換法における部分問題の改良(連続最適化(3))

  合元 健祐; 山下 信雄; 奥野 貴之; 林 俊介

  日本オペレーションズ・リサーチ学会秋季研究発表会アブストラクト集, 28 Aug. 2014

  
• 非線形SDPに対する主双対内点法の超一次収束性 (最適化の基礎理論と応用)

  山川 雄也; 山下 信雄

  数理解析研究所講究録, Apr. 2014

  
• 2-F-4 非線形SDPに対する2ステップ内点法とその超一次収束性について(連続最適化(3))

  山川 雄也; 山下 信雄

  日本オペレーションズ・リサーチ学会春季研究発表会アブストラクト集, 06 Mar. 2014

  
• 1-A-5 非線形SDPのシフト付き中心化KKT条件に対するメリット関数(連続最適化(1))

  山川 雄也; 山下 信雄

  日本オペレーションズ・リサーチ学会春季研究発表会アブストラクト集, 05 Mar. 2013

  

Books and Other Publications

• 非線形計画法

  山下 信雄, Single work

  朝倉書店, 2015, Not refereed

  
• 応用数理ハンドブック

  山下 信雄, Contributor, 非線形計画法

  朝倉書店, 2013, Not refereed

  
• 数理工学辞典

  山下 信雄, Contributor, 非線形最適化関連の用語

  朝倉書店, 2011, Not refereed

  
• 数理工学のすすめ(改訂３版)

  山下 信雄, Contributor, 第１章，第４節

  現代数学社, 2011, Not refereed

  
• 数理計画法

  山下信雄; 福嶋雅夫, Joint work

  コロナ社, 2008, Not refereed

  
• 応用数理計画ハンドブック

  山下信雄, Contributor, 非線形計画法

  朝倉書店, 2002, Not refereed

  

Awards

• 2006

  文献賞奨励賞,3, 日本オペレーションズリサーチ学会
• 2006

  文献賞, 日本オペレーションズリサーチ学会

External funds: Kakenhi

• Explicit dual formulations of continuous optimization problems and their applications

  Grant-in-Aid for Scientific Research (C)

  Basic Section 60020:Mathematical informatics-related

  Kyoto University

  山下 信雄

  From 01 Apr. 2021, To 31 Mar. 2025, Granted

  連続最適化;双対問題

  https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-21K11769/
• Developments of primal and dual sparse optimization models and their efficient solution methods

  Grant-in-Aid for Scientific Research (C)

  Kyoto University

  山下 信雄

  From 01 Apr. 2017, To 31 Mar. 2021, Granted

  スパース最適化;双対問題;多目的最適化;乗数法;ロバスト最適化;近接勾配法;凸最適化;情報基礎;応用数学;最適化

  https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-17K00032/
• Study on iteration complexities of proximal coordinate descent methods for the convex optimizaiton

  Grant-in-Aid for Scientific Research (C)

  Kyoto University

  Nobuo Yamashita

  From 01 Apr. 2013, To 31 Mar. 2017, Project Closed

  凸最適化;近接勾配法;座標降下法;数理最適化;座標勾配法;凸計画問題;計算量;オンライン最適化;最尤推定

  https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-25330025/
• Implementations of the quasi-Newton method with positive definite matrix completion

  Grant-in-Aid for Scientific Research (C)

  Kyoto University

  Nobuo YAMASHITA

  From 08 Apr. 2008, To 31 Mar. 2013, Project Closed

  数理工学;数理最適化;数理計画;非線形計画;準ニュートン法;大規模;疎性;数理計画問題;大規模問題;正則化ニュートン法;正定値化;大規模最適化問題;正定値行列補完;大規模な問題;最小2乗問題;Levenberg-Marqurdt法;非線形最適化

  https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-20560056/
• 超大規模な最適化問題に対する行列補完を用いた準ニュートン法に関する研究

  Grant-in-Aid for Young Scientists (B)

  Kyoto University

  山下 信雄

  Project Closed

  最適化問題;大規模;準ニュートン法;正定値行列補完;疎行列;数理計画問題;コーダダルグラフ;スパース構造;超1次収束

  https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-17760068/
• Methods for Robust Optimization and Related Problems

  Grant-in-Aid for Scientific Research (B)

  Kyoto University

  Masao FUKUSHIMA

  Project Closed

  数理工学;システム工学;最適化;アルゴリズム;数理計画;不確実性;均衡モデル;ロバスト

  https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-17360042/
• 大規模な凸計画問題に対する効率のよい解法の開発とその応用に関する研究

  Grant-in-Aid for Young Scientists (B)

  Kyoto University

  山下 信雄

  Project Closed

  凸計画問題;準ニュートン法;ロバスト最適化;正定値行列補完;2次錐相補性問題;アレイアンテナ;DSL;非線形相補性問題;変分不等式問題;非線形方程式;信号処理

  https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-14750052/
• 連続型大域的最適化に対するメタヒューリスティクス

  Grant-in-Aid for Exploratory Research

  Kyoto University

  福嶋 雅夫

  Project Closed

  メタヒューリスティクス;非線形最適化;大域的最適化;シンプレックス法;アニーリング法;遺伝的アルゴリズム;タブー探索法;フィルター法

  https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-14655147/
• Studies on Convex Optimization and Related Problems

  Grant-in-Aid for Scientific Research (B)

  KYOTO UNIVERSITY

  Masao FUKUSHIMA

  Project Closed

  凸最適化;数理計画;アルゴリズム;相補正問題;反復法;相補性問題, convex optimization;mathematical programming;algorithm;complementarity problem;iterative method

  https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-14350046/
• 均衡問題に対する最適化アプローチに関する研究

  Grant-in-Aid for Encouragement of Young Scientists (A)

  Kyoto University

  山下 信雄

  Project Closed

  非線形相補性問題;均衡制約つき数理計画問題;Levenverg-Marquardt法;超1次収束;エラーバウンド;均衡問題;近接点法;超一次収束

  https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-11750056/
• Synthesis, Analysis and Algorithms of Optimization and Equilibrium Systems

  Grant-in-Aid for Scientific Research (B)

  KYOTO UNIVERSITY

  Masao FUKUSHIMA

  Project Closed

  最適化;均衡モデル;アルゴリズム;数理計画;相補性問題;変分不等式;並列アルゴリズム, Optimization;Equilibrium model;Algorithm;Mathematical programming;Complementarity problem;Variation inequality problem;Parallel algorithm

  https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-11694151/
• Studies on Reformulation Methods in Mathematical Programming

  Grant-in-Aid for Scientific Research (C)

  KYOTO UNIVERSITY

  Fukushima MASAO

  Project Closed

  数理計画;最適化;再定式化;相補性問題;変分不等式, Mathematical Programming;Optimization;Reformulation;Complementarity Problem;Variational Inequalities

  https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-11650067/

Education

Teaching subject(s)

• From Apr. 2011, To Mar. 2012

  論理システム（数理）

  Spring, 工学部
• From Apr. 2011, To Mar. 2012

  数理工学特別研究１

  Year-long, 情報学研究科
• From Apr. 2011, To Mar. 2012

  数理工学特別研究２

  Year-long, 情報学研究科
• From Apr. 2011, To Mar. 2012

  システム数理特別セミナー

  Fall, 情報学研究科
• From Apr. 2011, To Mar. 2012

  Optimization

  Fall, 経営管理教育部
• From Apr. 2011, To Mar. 2012

  最適化（数理）

  Fall, 工学部
• From Apr. 2011, To Mar. 2012

  最適化数理特論

  Spring, 情報学研究科
• From Apr. 2011, To Mar. 2012

  計画数学通論

  Fall, 情報学研究科
• From Apr. 2012, To Mar. 2013

  Seminar on Applied Mathematics and Physics, Advanced

  Year-long, 情報学研究科
• From Apr. 2012, To Mar. 2013

  Advanced Study in Applied Mathematics and Physics II

  Year-long, 情報学研究科
• From Apr. 2012, To Mar. 2013

  Advanced Study in Applied Mathematics and Physics I

  Year-long, 情報学研究科
• From Apr. 2012, To Mar. 2013

  Seminar on Applied Mathematical Systems, Advanced

  Fall, 情報学研究科
• From Apr. 2012, To Mar. 2013

  English for Mathematical Science

  Fall, 工学部
• From Apr. 2012, To Mar. 2013

  Optimization

  Fall, 工学部
• From Apr. 2012, To Mar. 2013

  Optimization

  Fall, 経営管理教育部
• From Apr. 2012, To Mar. 2013

  Optimization Theory, Advanced

  Spring, 情報学研究科
• From Apr. 2012, To Mar. 2013

  Scientific English

  Fall, 全学共通科目
• From Apr. 2012, To Mar. 2013

  Operations Research, Advanced

  Fall, 情報学研究科
• From Apr. 2012, To Mar. 2013

  Logical Systems

  Spring, 工学部
• From Apr. 2013, To Mar. 2014

  Linear Programming

  Fall, 工学部
• From Apr. 2013, To Mar. 2014

  Logical Systems

  Spring, 工学部
• From Apr. 2013, To Mar. 2014

  Optimization

  Fall, 工学部
• From Apr. 2013, To Mar. 2014

  English for Mathematical Science

  Fall, 工学部
• From Apr. 2013, To Mar. 2014

  Optimization Theory, Advanced

  Spring, 情報学研究科
• From Apr. 2013, To Mar. 2014

  Advanced Study in Applied Mathematics and Physics I

  Year-long, 情報学研究科
• From Apr. 2013, To Mar. 2014

  Advanced Study in Applied Mathematics and Physics II

  Year-long, 情報学研究科
• From Apr. 2013, To Mar. 2014

  Industrial Mathematics and Design

  Fall, 情報学研究科
• From Apr. 2013, To Mar. 2014

  Seminar on Applied Mathematical Systems, Advanced

  Fall, 情報学研究科
• From Apr. 2013, To Mar. 2014

  Optimization

  Fall, 経営管理教育部
• From Apr. 2013, To Mar. 2014

  Scientific English

  Fall, 全学共通科目
• From Apr. 2014, To Mar. 2015

  Linear Programming

  Fall, 工学部
• From Apr. 2014, To Mar. 2015

  Logical Systems

  Spring, 工学部
• From Apr. 2014, To Mar. 2015

  Optimization

  Fall, 工学部
• From Apr. 2014, To Mar. 2015

  English for Mathematical Science

  Fall, 工学部
• From Apr. 2014, To Mar. 2015

  Optimization Theory, Advanced

  Spring, 情報学研究科
• From Apr. 2014, To Mar. 2015

  Operations Research, Advanced

  Fall, 情報学研究科
• From Apr. 2014, To Mar. 2015

  Advanced Study in Applied Mathematics and Physics I

  Year-long, 情報学研究科
• From Apr. 2014, To Mar. 2015

  Advanced Study in Applied Mathematics and Physics II

  Year-long, 情報学研究科
• From Apr. 2014, To Mar. 2015

  Industrial Mathematics and Design

  Fall, 情報学研究科
• From Apr. 2014, To Mar. 2015

  Seminar on Applied Mathematical Systems, Advanced

  Fall, 情報学研究科
• From Apr. 2014, To Mar. 2015

  Optimization

  Fall, 経営管理教育部
• From Apr. 2014, To Mar. 2015

  Scientific English

  Fall, 全学共通科目
• From Apr. 2015, To Mar. 2016

  Industrial Mathematics and Design

  Fall, 情報学研究科
• From Apr. 2015, To Mar. 2016

  Advanced Study in Applied Mathematics and Physics II

  Year-long, 情報学研究科
• From Apr. 2015, To Mar. 2016

  Advanced Study in Applied Mathematics and Physics I

  Year-long, 情報学研究科
• From Apr. 2015, To Mar. 2016

  Seminar on Applied Mathematical Systems, Advanced

  Fall, 情報学研究科
• From Apr. 2015, To Mar. 2016

  Optimization

  Fall, 工学部
• From Apr. 2015, To Mar. 2016

  Optimization

  Fall, 経営管理教育部
• From Apr. 2015, To Mar. 2016

  Optimization Theory, Advanced

  Spring, 情報学研究科
• From Apr. 2015, To Mar. 2016

  Linear Programming

  Fall, 工学部
• From Apr. 2015, To Mar. 2016

  Logical Systems

  Spring, 工学部
• From Apr. 2016, To Mar. 2017

  Industrial Mathematics and Design

  Fall, 情報学研究科
• From Apr. 2016, To Mar. 2017

  Advanced Study in Applied Mathematics and Physics II

  Year-long, 情報学研究科
• From Apr. 2016, To Mar. 2017

  Advanced Study in Applied Mathematics and Physics I

  Year-long, 情報学研究科
• From Apr. 2016, To Mar. 2017

  Seminar on Applied Mathematical Systems, Advanced

  Fall, 情報学研究科
• From Apr. 2016, To Mar. 2017

  Optimization

  Fall, 工学部
• From Apr. 2016, To Mar. 2017

  Optimization

  Fall, 経営管理教育部
• From Apr. 2016, To Mar. 2017

  Optimization Theory, Advanced

  Spring, 情報学研究科
• From Apr. 2016, To Mar. 2017

  Linear Programming

  Fall, 工学部
• From Apr. 2016, To Mar. 2017

  Operations Research, Advanced

  Fall, 情報学研究科
• From Apr. 2016, To Mar. 2017

  Logical Systems

  Spring, 工学部
• From Apr. 2017, To Mar. 2018

  Industrial Mathematics and Design

  Fall, 情報学研究科
• From Apr. 2017, To Mar. 2018

  Introduction to Applied Mathematics and Physics

  Spring, 工学部
• From Apr. 2017, To Mar. 2018

  Seminar on Applied Mathematics and Physics, Advanced

  Year-long, 情報学研究科
• From Apr. 2017, To Mar. 2018

  Advanced Study in Applied Mathematics and Physics II

  Year-long, 情報学研究科
• From Apr. 2017, To Mar. 2018

  Advanced Study in Applied Mathematics and Physics I

  Year-long, 情報学研究科
• From Apr. 2017, To Mar. 2018

  Seminar on Applied Mathematical Systems, Advanced

  Fall, 情報学研究科
• From Apr. 2017, To Mar. 2018

  Optimization

  Fall, 工学部
• From Apr. 2017, To Mar. 2018

  Optimization

  Fall, 経営管理教育部
• From Apr. 2017, To Mar. 2018

  Optimization Theory, Advanced

  Spring, 情報学研究科
• From Apr. 2017, To Mar. 2018

  Linear Programming

  Fall, 工学部
• From Apr. 2017, To Mar. 2018

  Operations Research, Advanced

  Fall, 情報学研究科
• From Apr. 2017, To Mar. 2018

  Logical Systems

  Spring, 工学部
• From Apr. 2018, To Mar. 2019

  Industrial Mathematics and Design

  Fall, 工学研究科
• From Apr. 2018, To Mar. 2019

  Industrial Mathematics and Design

  Fall, 情報学研究科
• From Apr. 2018, To Mar. 2019

  Introduction to Applied Mathematics and Physics

  Spring, 工学部
• From Apr. 2018, To Mar. 2019

  Optimization

  Fall, 工学部
• From Apr. 2018, To Mar. 2019

  Optimization

  Fall, 経営管理教育部
• From Apr. 2018, To Mar. 2019

  Optimization Theory, Advanced

  Spring, 工学研究科
• From Apr. 2018, To Mar. 2019

  Optimization Theory, Advanced

  Spring, 情報学研究科
• From Apr. 2018, To Mar. 2019

  Linear Programming

  Fall, 工学部
• From Apr. 2018, To Mar. 2019

  Operations Research, Advanced

  Fall, 情報学研究科
• From Apr. 2018, To Mar. 2019

  Logical Systems

  Spring, 工学部
• From Apr. 2019, To Mar. 2020

  Introduction to Applied Mathematics and Physics

  Spring, 工学部
• From Apr. 2019, To Mar. 2020

  Optimization

  Fall, 工学部
• From Apr. 2019, To Mar. 2020

  Optimization

  Fall, 経営管理教育部
• From Apr. 2019, To Mar. 2020

  Seminar in System Optimization

  Year-long, 情報学研究科
• From Apr. 2019, To Mar. 2020

  Optimization Theory, Advanced

  Spring, 情報学研究科
• From Apr. 2019, To Mar. 2020

  Graduation Thesis 1

  Spring, 工学部
• From Apr. 2019, To Mar. 2020

  Graduation Thesis 1

  Fall, 工学部
• From Apr. 2019, To Mar. 2020

  Graduation Thesis 2

  Spring, 工学部
• From Apr. 2019, To Mar. 2020

  Graduation Thesis 2

  Fall, 工学部
• From Apr. 2019, To Mar. 2020

  Linear Programming

  Fall, 工学部
• From Apr. 2019, To Mar. 2020

  Operations Research, Advanced

  Fall, 情報学研究科
• From Apr. 2019, To Mar. 2020

  Computational Science for Big Data

  Fall, 全学共通科目
• From Apr. 2019, To Mar. 2020

  Computational Science for Big Data

  Fall, 情報学研究科
• From Apr. 2019, To Mar. 2020

  Computational Science, Introduction

  Spring, 全学共通科目
• From Apr. 2019, To Mar. 2020

  Computational Science, Introduction

  Spring, 情報学研究科
• From Apr. 2019, To Mar. 2020

  Logical Systems

  Spring, 工学部
• From Apr. 2020, To Mar. 2021

  Introduction to Applied Mathematics and Physics

  Spring, 工学部
• From Apr. 2020, To Mar. 2021

  Optimization

  Fall, 経営管理教育部
• From Apr. 2020, To Mar. 2021

  Introduction to Optimization

  Fall, 工学部
• From Apr. 2020, To Mar. 2021

  Optimization

  Fall, 工学部
• From Apr. 2020, To Mar. 2021

  Seminar in System Optimization

  Year-long, 情報学研究科
• From Apr. 2020, To Mar. 2021

  Optimization Theory, Advanced

  Spring, 情報学研究科
• From Apr. 2020, To Mar. 2021

  Computational Science for Big Data

  Fall, 全学共通科目
• From Apr. 2020, To Mar. 2021

  Computational Science for Big Data

  Fall, 情報学研究科
• From Apr. 2020, To Mar. 2021

  Computational Science, Introduction

  Spring, 全学共通科目
• From Apr. 2020, To Mar. 2021

  Computational Science, Introduction

  Spring, 情報学研究科
• From Apr. 2020, To Mar. 2021

  Logical Systems

  Spring, 工学部
• From Apr. 2021, To Mar. 2022

  Introduction to Applied Mathematics and Physics

  Spring, 工学部
• From Apr. 2021, To Mar. 2022

  Optimization

  Fall, 経営管理教育部
• From Apr. 2021, To Mar. 2022

  Introduction to Optimization

  Fall, 工学部
• From Apr. 2021, To Mar. 2022

  Optimization

  Fall, 工学部
• From Apr. 2021, To Mar. 2022

  Seminar in System Optimization

  Year-long, 情報学研究科
• From Apr. 2021, To Mar. 2022

  Optimization Theory, Advanced

  Spring, 情報学研究科
• From Apr. 2021, To Mar. 2022

  Computational Science for Big Data

  Fall, 全学共通科目
• From Apr. 2021, To Mar. 2022

  Computational Science for Big Data

  Fall, 情報学研究科
• From Apr. 2021, To Mar. 2022

  Computational Science, Introduction

  Spring, 全学共通科目
• From Apr. 2021, To Mar. 2022

  Computational Science, Introduction

  Spring, 情報学研究科

Administration

School management (title, position)

• From 19 Sep. 2013, To 31 Mar. 2014

  国際交流推進機構外国人留学生日本語・日本文化研修委員会
• From 01 Apr. 2012, To 19 Sep. 2015

  外国人留学生日本語・日本文化研修委員会 委員
• From 20 Sep. 2013, To 19 Sep. 2015

  国際交流推進機構国際交流センター外国人留学生日本語・日本文化研修委員会 4号委員
• From 01 Oct. 2017

  大学評価委員会点検・評価実行委員会 委員
• From 01 Oct. 2017, To 31 Mar. 2020

  大学評価委員会点検・評価実行委員会 委員

Faculty management (title, position)

• From 01 Apr. 2013, To 31 Mar. 2015

  情報セキュリティ作業委員会委員
• From 01 Apr. 2013, To 31 Mar. 2015

  計算機小委員会委員
• From 01 Apr. 2015, To 31 Mar. 2016

  財務委員会委員
• From 01 Apr. 2016, To 31 Mar. 2017

  制規委員会委員
• From 01 Apr. 2016, To 31 Mar. 2017

  情報セキュリティ委員会委員
• From 01 Apr. 2016, To 31 Mar. 2017

  専攻長会議
• From 01 Apr. 2017, To 31 Mar. 2018

  企画委員会副委員長
• From 01 Apr. 2018, To 31 Mar. 2019

  企画委員会委員
• From 01 Apr. 2018, To 31 Mar. 2019

  評価・広報委員会委員
• From 01 Apr. 2019, To 31 Mar. 2021

  連携推進WG委員
• From 01 Apr. 2019, To 31 Mar. 2020

  評価・広報委員会委員
• From 01 Apr. 2019, To 31 Mar. 2020

  情報学科長
• From 01 Apr. 2021, To 31 Mar. 2022

  企画委員会副委員長
• From 01 Apr. 2021, To 31 Mar. 2023

  工学部新工学教育実施専門委員会　副委員長