山下 信雄

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Name(Kanji/Kana/Abecedarium Latinum)
山下 信雄/ヤマシタ ノブオ/Yamashita, Nobuo
Primary Affiliation(Org1/Job title)
Graduate Schools Informatics/Professor
Faculty
Org1 Job title
工学部
Contact Address
Type Address(Japanese) Address(English)
Office 京都市左京区吉田本町 Yoshida-honmachi, Sakyo-ku, Kyoto, Japan
Academic Organizations You are Affiliated to in Japan
Organization name(Japanese) Organization name(English)
日本オペレーションズリサーチ学会 The Operations Research Society of Japan
システム制御情報学会 The Institute of System, Control and Information Engineers
Academic Degree
Field(Japanese) Field(English) University(Japanese) University(English) Method
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
Work Experience
Period Organization(Japanese) Organization(English) Job title(Japanese) Job title(English)
1995/4-1996/3 日本学術振興会 特別研究員(DC)
1996/4-1997/7 日本学術振興会 特別研究員(PD)
1997/8-1998/4 京都大学大学院工学研究科 助手
1998/4-2005/3 京都大学大学院情報学研究科 助手
2005/4-2014/6 京都大学大学院情報学研究科 助教授
2014/7- 京都大学大学院情報学研究科 教授
Personal Profile
(Japanese)
1996年奈良先端科学技術大学院大学博士後期課程短期終了.博士(工学).現在,京都大学大学院情報学研究科 教授.数理計画法とその実世界への応用の研究に従事.
(English)
Nobuo Yamashita received the Ph.D. degree in engineering from Nara Institute of Science and Technology, Nara, Japan, in 1996. He is now a professor in Graduate School of Informatics, Kyoto University. His research interests are in the fields of mathematical programming and its application to the real world.
researchmap URL
https://researchmap.jp/7000008445
Research Topics
(Japanese)
数理最適化とその応用
(English)
Mathematical Optimization and its applications
Published Papers
Author Author(Japanese) Author(English) Title Title(Japanese) Title(English) Bibliography Bibliography(Japanese) Bibliography(English) Publication date Refereed paper Language Publishing type Disclose
Shota Yamanaka and Nobuo Yamashita Shota Yamanaka and Nobuo Yamashita Duality of nonconvex optimization with positively homogeneous functions Duality of nonconvex optimization with positively homogeneous functions Duality of nonconvex optimization with positively homogeneous functions Computational Optimization and Applications, 71, 2, 435-456 Computational Optimization and Applications, 71, 2, 435-456 Computational Optimization and Applications, 71, 2, 435-456 2018/12 Refereed English Research paper(scientific journal) Disclose to all
Takayuki Okuno, Shunsuke Hayashi, Nobuo Yamashita and Kensuke Gomoto Takayuki Okuno, Shunsuke Hayashi, Nobuo Yamashita and Kensuke Gomoto An exchange method with refined subproblems for convex semi-infinite programming problems An exchange method with refined subproblems for convex semi-infinite programming problems An exchange method with refined subproblems for convex semi-infinite programming problems Optimization Methods and Software, 31, 1305-1324 Optimization Methods and Software, 31, 1305-1324 Optimization Methods and Software, 31, 1305-1324 2016 Refereed English Research paper(scientific journal) Disclose to all
Xiaoqin Hua and Nobuo Yamashita Xiaoqin Hua and Nobuo Yamashita Block coordinate proximal gradient methods with variable Bregman functions for nonsmooth separable optimization Block coordinate proximal gradient methods with variable Bregman functions for nonsmooth separable optimization Block coordinate proximal gradient methods with variable Bregman functions for nonsmooth separable optimization Mathematical Programming, 160, 1-32 Mathematical Programming, 160, 1-32 Mathematical Programming, 160, 1-32 2016 Refereed English Research paper(scientific journal) Disclose to all
Xiaoqin Hua and Nobuo Yamashita, Xiaoqin Hua and Nobuo Yamashita, Iteration complexity of a block coordinate gradient descent method for convex optimization Iteration complexity of a block coordinate gradient descent method for convex optimization Iteration complexity of a block coordinate gradient descent method for convex optimization SIAM Journal on Optimization, 25, 1298-1313 SIAM Journal on Optimization, 25, 1298-1313 SIAM Journal on Optimization, 25, 1298-1313 2015 Refereed English Research paper(scientific journal) Disclose to all
Yuya Yamakawa and Nobuo Yamashita Yuya Yamakawa and Nobuo Yamashita Differentiable merit function for shifted perturbed Karush-Kuhn-Tucker conditions of nonlinear semidefinite programming Differentiable merit function for shifted perturbed Karush-Kuhn-Tucker conditions of nonlinear semidefinite programming Differentiable merit function for shifted perturbed Karush-Kuhn-Tucker conditions of nonlinear semidefinite programming Pacific Journal of Optimization, 11, 3, 557-579 Pacific Journal of Optimization, 11, 3, 557-579 Pacific Journal of Optimization, 11, 3, 557-579 2015 Refereed English Research paper(scientific journal) Disclose to all
Yuya Yamakawa and Nobuo Yamashita Yuya Yamakawa and Nobuo Yamashita A block coordinate descent method for maximum likelihood estimation problems of mixture distributions A block coordinate descent method for maximum likelihood estimation problems of mixture distributions A block coordinate descent method for maximum likelihood estimation problems of mixture distributions Pacific Journal of Optimization, 11, 669-686 Pacific Journal of Optimization, 11, 669-686 Pacific Journal of Optimization, 11, 669-686 2015 Refereed English Research paper(scientific journal) Disclose to all
K. Ueda; N. Yamashita, K. Ueda; N. Yamashita, A regularized Newton method without line search for unconstrained optimization A regularized Newton method without line search for unconstrained optimization A regularized Newton method without line search for unconstrained optimization Computational Optimization and Applications, 59, 1, 321-351 Computational Optimization and Applications, 59, 1, 321-351 , 59, 1, 321-351 2014 Refereed Disclose to all
Yu-Hong Dai; Nobuo Yamashita Yu-Hong Dai; Nobuo Yamashita Analysis of Sparse Quasi-Newton Updates with Positive Definite Matrix Completion Analysis of Sparse Quasi-Newton Updates with Positive Definite Matrix Completion Analysis of Sparse Quasi-Newton Updates with Positive Definite Matrix Completion Journal of the Operations Research Society of China, 2, 39-56 Journal of the Operations Research Society of China, 2, 39-56 Journal of the Operations Research Society of China, 2, 39-56 2014 Refereed Research paper(scientific journal) Disclose to all
Yuya Yamakawa and Nobuo Yamashita, Yuya Yamakawa and Nobuo Yamashita, A two-step primal-dual interior point method for nonlinear semidefinite programming problems and its superliner convergence A two-step primal-dual interior point method for nonlinear semidefinite programming problems and its superliner convergence A two-step primal-dual interior point method for nonlinear semidefinite programming problems and its superliner convergence Journal of the Operations Research Society of Japan, 57, 105-127 Journal of the Operations Research Society of Japan, 57, 105-127 Journal of the Operations Research Society of Japan, 57, 105-127 2014 Refereed English Research paper(scientific journal) Disclose to all
X. Hua; N. Yamashita X. Hua; N. Yamashita An inexact coordinate descent method for the weighted L_1-regurarized convex optimization problem An inexact coordinate descent method for the weighted L_1-regurarized convex optimization problem An inexact coordinate descent method for the weighted L_1-regurarized convex optimization problem Pacific Journal of Optimization, 9, 565-594 Pacific Journal of Optimization, 9, 565-594 Pacific Journal of Optimization, 9, 565-594 2013 Refereed Disclose to all
山下信雄,上田健詞 山下信雄,上田健詞 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 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 日本オペレーションズ・リサーチ学会和文論文誌, 56, 15-30 日本オペレーションズ・リサーチ学会和文論文誌, 56, 15-30 , 56, 15-30 2013 Refereed Research paper(scientific journal) Disclose to all
K. Ueda; N. Yamashita K. Ueda; N. Yamashita K. Ueda; N. Yamashita Global Complexity Bound Analysis of the Levenberg-Marquardt Method for Nonsmooth Equations and Its Application to the Nonlinear Complementarity Problem Global Complexity Bound Analysis of the Levenberg-Marquardt Method for Nonsmooth Equations and Its Application to the Nonlinear Complementarity Problem Global Complexity Bound Analysis of the Levenberg-Marquardt Method for Nonsmooth Equations and Its Application to the Nonlinear Complementarity Problem Journal of Optimization Theory and Applications, 152, 2, 450-467 Journal of Optimization Theory and Applications, 152, 2, 450-467 Journal of Optimization Theory and Applications, 152, 2, 450-467 2012 Refereed English Disclose to all
C. Kanzow; D. Li; N. Yamashita C. Kanzow; D. Li; N. Yamashita C. Kanzow; D. Li; N. Yamashita Preface Preface Preface Numerical Algebra, Control and Optimization, 1, 1, i-v Numerical Algebra, Control and Optimization, 1, 1, i-v Numerical Algebra, Control and Optimization, 1, 1, i-v 2011 Refereed English Disclose to all
Y.-H. Dai; N. Yamashita Y.-H. Dai; N. Yamashita Y.-H. Dai; N. Yamashita Convergence analysis of sparse quasi-Newton updates with positive definite matrix completion for two-dimensional functions Convergence analysis of sparse quasi-Newton updates with positive definite matrix completion for two-dimensional functions Convergence analysis of sparse quasi-Newton updates with positive definite matrix completion for two-dimensional functions Numerical Algebra, Control and Optimization, 1, 1, 61-69 Numerical Algebra, Control and Optimization, 1, 1, 61-69 Numerical Algebra, Control and Optimization, 1, 1, 61-69 2011 Refereed English Disclose to all
J. Takaki; N. Yamashita J. Takaki; N. Yamashita J. Takaki; N. Yamashita A derivative-free trust-region algorithm for unconstrained optimization with controlled error A derivative-free trust-region algorithm for unconstrained optimization with controlled error A derivative-free trust-region algorithm for unconstrained optimization with controlled error Numerical Algebra, Control and Optimization, 1, 1, 117-145 Numerical Algebra, Control and Optimization, 1, 1, 117-145 Numerical Algebra, Control and Optimization, 1, 1, 117-145 2011 Refereed English Disclose to all
K. Ueda; N. Yamashita K. Ueda; N. Yamashita K. Ueda; N. Yamashita On a Global Complexity Bound of the Levenberg-Marquardt Method On a Global Complexity Bound of the Levenberg-Marquardt Method On a Global Complexity Bound of the Levenberg-Marquardt Method Journal of Optimization Theory and Applications, 147, 3, 443-453 Journal of Optimization Theory and Applications, 147, 3, 443-453 Journal of Optimization Theory and Applications, 147, 3, 443-453 2010/12 Refereed English Disclose to all
T. Seki; N. Yamashita; K. Kawamoto T. Seki; N. Yamashita; K. Kawamoto T. Seki; N. Yamashita; K. Kawamoto New local search methods for improving the lagrangian-relaxation-based unit commitment solution New local search methods for improving the lagrangian-relaxation-based unit commitment solution New local search methods for improving the lagrangian-relaxation-based unit commitment solution IEEE Transactions on Power Systems, 25, 1, 272-283 IEEE Transactions on Power Systems, 25, 1, 272-283 IEEE Transactions on Power Systems, 25, 1, 272-283 2010/02 Refereed English Disclose to all
K. Ueda; N. Yamashita K. Ueda; N. Yamashita K. Ueda; N. Yamashita Convergence properties of the regularized newton method for the unconstrained nonconvex optimization Convergence properties of the regularized newton method for the unconstrained nonconvex optimization Convergence properties of the regularized newton method for the unconstrained nonconvex optimization Applied Mathematics and Optimization, 62, 1, 27-46 Applied Mathematics and Optimization, 62, 1, 27-46 Applied Mathematics and Optimization, 62, 1, 27-46 2010 Refereed English Disclose to all
Rhoda P. Agdeppa, Nobuo Yamashita, Masao Fukushima Rhoda P. Agdeppa, Nobuo Yamashita, Masao Fukushima Rhoda P. Agdeppa, Nobuo Yamashita, Masao Fukushima Convex expected residual models for stochastic affine variational inequality problems and its application to the traffic equilibrium problem Convex expected residual models for stochastic affine variational inequality problems and its application to the traffic equilibrium problem Convex expected residual models for stochastic affine variational inequality problems and its application to the traffic equilibrium problem Pacific Journal of Optimization, 6, 3-19 Pacific Journal of Optimization, 6, 3-19 Pacific Journal of Optimization, 6, 3-19 2010 Refereed English Research paper(scientific journal) Disclose to all
N. Yamashita N. Yamashita N. Yamashita Sparse quasi-Newton updates with positive definite matrix completion Sparse quasi-Newton updates with positive definite matrix completion Sparse quasi-Newton updates with positive definite matrix completion Mathematical Programming, 115, 1, 1-30 Mathematical Programming, 115, 1, 1-30 Mathematical Programming, 115, 1, 1-30 2008 Refereed English Disclose to all
Rhoda P. Agdeppa, Nobuo Yamashita, Masao Fukushima Rhoda P. Agdeppa, Nobuo Yamashita, Masao Fukushima Rhoda P. Agdeppa, Nobuo Yamashita, Masao Fukushima An implicit programming approach for the road pricing problem with nonadditive route costs An implicit programming approach for the road pricing problem with nonadditive route costs An implicit programming approach for the road pricing problem with nonadditive route costs Journal of Industrial and Management Optimization, 4, 183-197 Journal of Industrial and Management Optimization, 4, 183-197 Journal of Industrial and Management Optimization, 4, 183-197 2008 Refereed English Research paper(scientific journal) Disclose to all
R.P. Agdeppa; N. Yamashita; M. Fukushima R.P. Agdeppa; N. Yamashita; M. Fukushima R.P. Agdeppa; N. Yamashita; M. Fukushima The traffic equilibrium problem with nonadditive costs and its monotone mixed complementarity problem formulation The traffic equilibrium problem with nonadditive costs and its monotone mixed complementarity problem formulation The traffic equilibrium problem with nonadditive costs and its monotone mixed complementarity problem formulation Transportation Research Part B: Methodological, 41, 8, 862-874 Transportation Research Part B: Methodological, 41, 8, 862-874 Transportation Research Part B: Methodological, 41, 8, 862-874 2007/10 Refereed English Disclose to all
池端祐介,山下信雄 池端祐介,山下信雄 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 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 システム制御情報学会誌, 20, 5, 205-215 システム制御情報学会誌, 20, 5, 205-215 , 20, 5, 205-215 2007 Refereed Japanese Research paper(scientific journal) Disclose to all
Shunsuke Hayashi, Nobuo Yamashita, Masao Fukushima Shunsuke Hayashi, Nobuo Yamashita, Masao Fukushima Shunsuke Hayashi, Nobuo Yamashita, Masao Fukushima A combined smoothing and regularization method for monotone second-order cone complementarity problems A combined smoothing and regularization method for monotone second-order cone complementarity problems A combined smoothing and regularization method for monotone second-order cone complementarity problems 2005 Refereed English Disclose to all
Shunsuke Hayashi, Nobuo Yamashita, Masao Fukushima Shunsuke Hayashi, Nobuo Yamashita, Masao Fukushima Shunsuke Hayashi, Nobuo Yamashita, Masao Fukushima Robust Nash equilibria and second-order cone complementarity problems Robust Nash equilibria and second-order cone complementarity problems Robust Nash equilibria and second-order cone complementarity problems 2005 Refereed English Disclose to all
S. Hayashi; T. Yamaguchi; N. Yamashita; M. Fukushima S. Hayashi; T. Yamaguchi; N. Yamashita; M. Fukushima S. Hayashi; T. Yamaguchi; N. Yamashita; M. Fukushima A matrix-splitting method for symmetric affine second-order cone complementarity problems A matrix-splitting method for symmetric affine second-order cone complementarity problems A matrix-splitting method for symmetric affine second-order cone complementarity problems Journal of Computational and Applied Mathematics, 175, 2, 335-353 Journal of Computational and Applied Mathematics, 175, 2, 335-353 Journal of Computational and Applied Mathematics, 175, 2, 335-353 2005 Refereed English Disclose to all
C. Kanzow; N. Yamashita; M. Fukushima C. Kanzow; N. Yamashita; M. Fukushima C. Kanzow; N. Yamashita; M. Fukushima Erratum: "Levenberg-Marquardt methods with strong local convergence properties for solving nonlinear equations with convex constraints" (J. Comput. Appl. Math. (2005) vol. 173 (321-343)) Erratum: "Levenberg-Marquardt methods with strong local convergence properties for solving nonlinear equations with convex constraints" (J. Comput. Appl. Math. (2005) vol. 173 (321-343)) Erratum: "Levenberg-Marquardt methods with strong local convergence properties for solving nonlinear equations with convex constraints" (J. Comput. Appl. Math. (2005) vol. 173 (321-343)) Journal of Computational and Applied Mathematics, 177, 2, 241- Journal of Computational and Applied Mathematics, 177, 2, 241- Journal of Computational and Applied Mathematics, 177, 2, 241- 2005 Refereed English Disclose to all
S. Hayashi; N. Yamashita; M. Fukushima S. Hayashi; N. Yamashita; M. Fukushima S. Hayashi; N. Yamashita; M. Fukushima A combined smoothing and regularization method for monotone second-order cone complementarity problems A combined smoothing and regularization method for monotone second-order cone complementarity problems A combined smoothing and regularization method for monotone second-order cone complementarity problems SIAM Journal on Optimization, 15, 2, 593-615 SIAM Journal on Optimization, 15, 2, 593-615 SIAM Journal on Optimization, 15, 2, 593-615 2005 Refereed English Disclose to all
C. Kanzow; N. Yamashita; M. Fukushima C. Kanzow; N. Yamashita; M. Fukushima C. Kanzow; N. Yamashita; M. Fukushima Levenberg-Marquardt methods with strong local convergence properties for solving nonlinear equations with convex constraints Levenberg-Marquardt methods with strong local convergence properties for solving nonlinear equations with convex constraints Levenberg-Marquardt methods with strong local convergence properties for solving nonlinear equations with convex constraints Journal of Computational and Applied Mathematics, 173, 2, 321-343 Journal of Computational and Applied Mathematics, 173, 2, 321-343 Journal of Computational and Applied Mathematics, 173, 2, 321-343 2005 Refereed English Disclose to all
Nobuo Yamashita, Masao Fukushima Nobuo Yamashita, Masao Fukushima Nobuo Yamashita, Masao Fukushima On the level-boundedness of the natural residual function for variational inequality problems On the level-boundedness of the natural residual function for variational inequality problems On the level-boundedness of the natural residual function for variational inequality problems 2005 Refereed English Disclose to all
N. Yamashita; Z.-Q. Luo N. Yamashita; Z.-Q. Luo N. Yamashita; Z.-Q. Luo A nonlinear complementarity approach to multiuser power control for digital subscriber lines A nonlinear complementarity approach to multiuser power control for digital subscriber lines A nonlinear complementarity approach to multiuser power control for digital subscriber lines Optimization Methods and Software, 19, 5, 633-652 Optimization Methods and Software, 19, 5, 633-652 Optimization Methods and Software, 19, 5, 633-652 2004/10 Refereed English Disclose to all
D.-H. Li; M. Fukushima; L. Qi; N. Yamashita D.-H. Li; M. Fukushima; L. Qi; N. Yamashita D.-H. Li; M. Fukushima; L. Qi; N. Yamashita Regularized Newton methods for convex minimization problems with singular solutions Regularized Newton methods for convex minimization problems with singular solutions Regularized Newton methods for convex minimization problems with singular solutions Computational Optimization and Applications, 28, 2, 131-147 Computational Optimization and Applications, 28, 2, 131-147 Computational Optimization and Applications, 28, 2, 131-147 2004/07 Refereed English Disclose to all
N. Yamashita; H. Dan; M. Fukushima N. Yamashita; H. Dan; M. Fukushima N. Yamashita; H. Dan; M. Fukushima On the identification of degenerate indices in the nonlinear complementarity problem with the proximal point algorithm On the identification of degenerate indices in the nonlinear complementarity problem with the proximal point algorithm On the identification of degenerate indices in the nonlinear complementarity problem with the proximal point algorithm Mathematical Programming, 99, 2, 377-397 Mathematical Programming, 99, 2, 377-397 Mathematical Programming, 99, 2, 377-397 2004/03 Refereed English Disclose to all
C. Kanzow; N. Yamashita; M. Fukushima C. Kanzow; N. Yamashita; M. Fukushima C. Kanzow; N. Yamashita; M. Fukushima Levenberg-Marquardt methods with strong local convergence properties for solving nonlinear equations with convex constraints Levenberg-Marquardt methods with strong local convergence properties for solving nonlinear equations with convex constraints Levenberg-Marquardt methods with strong local convergence properties for solving nonlinear equations with convex constraints Journal of Computational and Applied Mathematics, 172, 2, 375-397 Journal of Computational and Applied Mathematics, 172, 2, 375-397 Journal of Computational and Applied Mathematics, 172, 2, 375-397 2004 Refereed English Disclose to all
H. Moriyama; N. Yamashita; M. Fukushima H. Moriyama; N. Yamashita; M. Fukushima H. Moriyama; N. Yamashita; M. Fukushima The incremental Gauss-Newton algorithm with adaptive stepsize rule The incremental Gauss-Newton algorithm with adaptive stepsize rule The incremental Gauss-Newton algorithm with adaptive stepsize rule Computational Optimization and Applications, 26, 2, 107-141 Computational Optimization and Applications, 26, 2, 107-141 Computational Optimization and Applications, 26, 2, 107-141 2003/11 Refereed English Disclose to all
R.S. Bipasha,Kenjiro Yamada,Nobuo Yamashita,Masao Fukushima R.S. Bipasha,Kenjiro Yamada,Nobuo Yamashita,Masao Fukushima R.S. Bipasha,Kenjiro Yamada,Nobuo Yamashita,Masao Fukushima A linearly convergent descent method for stronglymonotone variational inequality problems A linearly convergent descent method for stronglymonotone variational inequality problems A linearly convergent descent method for stronglymonotone variational inequality problems Journal of Nonlinear and Convex Analysis,4,15-23 Journal of Nonlinear and Convex Analysis,4,15-23 Journal of Nonlinear and Convex Analysis,4,15-23 2003 Refereed English Disclose to all
H. Dan; N. Yamashita; M. Fukushima H. Dan; N. Yamashita; M. Fukushima H. Dan; N. Yamashita; M. Fukushima A superlinearly convergent algorithm for the monotone nonlinear complementarity problem without uniqueness and nondegeneracy conditions A superlinearly convergent algorithm for the monotone nonlinear complementarity problem without uniqueness and nondegeneracy conditions A superlinearly convergent algorithm for the monotone nonlinear complementarity problem without uniqueness and nondegeneracy conditions Mathematics of Operations Research, 27, 4, 743-754 Mathematics of Operations Research, 27, 4, 743-754 Mathematics of Operations Research, 27, 4, 743-754 2002/11 Refereed English Disclose to all
H. Dan; N. Yamashita; M. Fukushima H. Dan; N. Yamashita; M. Fukushima H. Dan; N. Yamashita; M. Fukushima Convergence properties of the inexact Levenberg-Marquardt method under local error bound conditions Convergence properties of the inexact Levenberg-Marquardt method under local error bound conditions Convergence properties of the inexact Levenberg-Marquardt method under local error bound conditions Optimization Methods and Software, 17, 4, 605-626 Optimization Methods and Software, 17, 4, 605-626 Optimization Methods and Software, 17, 4, 605-626 2002 Refereed English Disclose to all
D.H. Li; N. Yamashita; M. Fukushima D.H. Li; N. Yamashita; M. Fukushima D.H. Li; N. Yamashita; M. Fukushima Nonsmooth equation based BFGS method for solving KKT systems in mathematical programming Nonsmooth equation based BFGS method for solving KKT systems in mathematical programming Nonsmooth equation based BFGS method for solving KKT systems in mathematical programming Journal of Optimization Theory and Applications, 109, 1, 123-167 Journal of Optimization Theory and Applications, 109, 1, 123-167 Journal of Optimization Theory and Applications, 109, 1, 123-167 2001/04 Refereed English Disclose to all
Nobuo Yamashita,Christian Kanzow,Tomoyuki Morimoto,Masao Fukushima Nobuo Yamashita,Christian Kanzow,Tomoyuki Morimoto,Masao Fukushima Nobuo Yamashita,Christian Kanzow,Tomoyuki Morimoto,Masao Fukushima An infeasible interior proximal method convex programming problems withlinear constraints An infeasible interior proximal method convex programming problems withlinear constraints An infeasible interior proximal method convex programming problems withlinear constraints Journal of Nonlinear and Convex Analysis,2,139-156 Journal of Nonlinear and Convex Analysis,2,139-156 Journal of Nonlinear and Convex Analysis,2,139-156 2001 Refereed English Disclose to all
Nobuo Yamashita,Masao Fukushima Nobuo Yamashita,Masao Fukushima Nobuo Yamashita,Masao Fukushima On the rate of convergence of the Levenberg-Marquardt method On the rate of convergence of the Levenberg-Marquardt method On the rate of convergence of the Levenberg-Marquardt method Computing,15,239-249 Computing,15,239-249 Computing,15,239-249 2001 Refereed English Disclose to all
N. Yamashita; M. Fukushima N. Yamashita; M. Fukushima N. Yamashita; M. Fukushima The proximal point algorithm with genuine superlinear convergence for the monotone complementarity problem The proximal point algorithm with genuine superlinear convergence for the monotone complementarity problem The proximal point algorithm with genuine superlinear convergence for the monotone complementarity problem SIAM Journal on Optimization, 11, 2, 364-379 SIAM Journal on Optimization, 11, 2, 364-379 SIAM Journal on Optimization, 11, 2, 364-379 2000/11/10 Refereed English Disclose to all
Kenjiro Yamada,Nobuo Yamashita,Masao Fukushima Kenjiro Yamada,Nobuo Yamashita,Masao Fukushima Kenjiro Yamada,Nobuo Yamashita,Masao Fukushima A new derivative-free descent method for the nonlinear complementarityproblem A new derivative-free descent method for the nonlinear complementarityproblem A new derivative-free descent method for the nonlinear complementarityproblem Nonlinear Optimization and Related Topics,G. Di Pillo and F.Giannessi Nonlinear Optimization and Related Topics,G. Di Pillo and F.Giannessi Nonlinear Optimization and Related Topics,G. Di Pillo and F.Giannessi 2000 Refereed English Disclose to all
Nobuo Yamashita,Junji Imai,Masao Fukushima Nobuo Yamashita,Junji Imai,Masao Fukushima Nobuo Yamashita,Junji Imai,Masao Fukushima The proximal point algorithm for the P_0 complementarity problem The proximal point algorithm for the P_0 complementarity problem The proximal point algorithm for the P_0 complementarity problem Complementarity: Applications,Algorithms and Extensions Complementarity: Applications,Algorithms and Extensions Complementarity: Applications,Algorithms and Extensions 2000 Refereed English Disclose to all
YAMASHITA N;FUKUSHIMA M YAMASHITA N;FUKUSHIMA M YAMASHITA N;FUKUSHIMA M A New Merit Function and a Descent Method for Semidefinite Complementarity Problems. A New Merit Function and a Descent Method for Semidefinite Complementarity Problems. A New Merit Function and a Descent Method for Semidefinite Complementarity Problems. Reformulation Nonsmooth Piecewise Smooth Semismooth Smoothing Method, 405-420 Reformulation Nonsmooth Piecewise Smooth Semismooth Smoothing Method, 405-420 Reformulation Nonsmooth Piecewise Smooth Semismooth Smoothing Method, 405-420 1999 Refereed English Disclose to all
Masahiro Shibata,Nobuo Yamashita,Masao Fukushima Masahiro Shibata,Nobuo Yamashita,Masao Fukushima Masahiro Shibata,Nobuo Yamashita,Masao Fukushima The extended semidefinite linear complementarity problem: A reformulationapproach The extended semidefinite linear complementarity problem: A reformulationapproach The extended semidefinite linear complementarity problem: A reformulationapproach Nonlinear Analysis and Convex Analysis,W. Takahashi and T. Tanaka(eds.) Nonlinear Analysis and Convex Analysis,W. Takahashi and T. Tanaka(eds.) Nonlinear Analysis and Convex Analysis,W. Takahashi and T. Tanaka(eds.) 1999 Refereed English Disclose to all
N. Yamashita N. Yamashita N. Yamashita Properties of restricted NCP functions for nonlinear complementarity problems Properties of restricted NCP functions for nonlinear complementarity problems Properties of restricted NCP functions for nonlinear complementarity problems Journal of Optimization Theory and Applications, 98, 3, 701-717 Journal of Optimization Theory and Applications, 98, 3, 701-717 Journal of Optimization Theory and Applications, 98, 3, 701-717 1998 Refereed English Disclose to all
C. Kanzow; N. Yamashita; M. Fukushima C. Kanzow; N. Yamashita; M. Fukushima C. Kanzow; N. Yamashita; M. Fukushima New NCP-functions and their properties New NCP-functions and their properties New NCP-functions and their properties Journal of Optimization Theory and Applications, 94, 1, 115-135 Journal of Optimization Theory and Applications, 94, 1, 115-135 Journal of Optimization Theory and Applications, 94, 1, 115-135 1997/07 Refereed English Disclose to all
N. Yamashita; M. Fukushima N. Yamashita; M. Fukushima N. Yamashita; M. Fukushima Modified Newton methods for solving a semismooth reformulation of monotone complementarity problems Modified Newton methods for solving a semismooth reformulation of monotone complementarity problems Modified Newton methods for solving a semismooth reformulation of monotone complementarity problems Mathematical Programming, Series B, 76, 3, 469-491 Mathematical Programming, Series B, 76, 3, 469-491 Mathematical Programming, Series B, 76, 3, 469-491 1997/03/01 Refereed English Disclose to all
N. Yamashita; K. Taji; M. Fukushima N. Yamashita; K. Taji; M. Fukushima N. Yamashita; K. Taji; M. Fukushima Unconstrained Optimization Reformulations of Variational Inequality Problems Unconstrained Optimization Reformulations of Variational Inequality Problems Unconstrained Optimization Reformulations of Variational Inequality Problems Journal of Optimization Theory and Applications, 92, 3, 439-456 Journal of Optimization Theory and Applications, 92, 3, 439-456 Journal of Optimization Theory and Applications, 92, 3, 439-456 1997/03 Refereed English Disclose to all
N. Yamashita; M. Fukushima N. Yamashita; M. Fukushima N. Yamashita; M. Fukushima Equivalent unconstrained minimization and global error bounds for variational inequality problems Equivalent unconstrained minimization and global error bounds for variational inequality problems Equivalent unconstrained minimization and global error bounds for variational inequality problems SIAM Journal on Control and Optimization, 35, 1, 273-284 SIAM Journal on Control and Optimization, 35, 1, 273-284 SIAM Journal on Control and Optimization, 35, 1, 273-284 1997/01 Refereed English Disclose to all
P. Tseng; N. Yamashita; M. Fukushima P. Tseng; N. Yamashita; M. Fukushima P. Tseng; N. Yamashita; M. Fukushima Equivalence of complementarity problems to differentiable minimization: A unified approach Equivalence of complementarity problems to differentiable minimization: A unified approach Equivalence of complementarity problems to differentiable minimization: A unified approach SIAM Journal on Optimization, 6, 2, 446-460 SIAM Journal on Optimization, 6, 2, 446-460 SIAM Journal on Optimization, 6, 2, 446-460 1996/05 Refereed English Disclose to all
N. Yamashita; M. Fukushima N. Yamashita; M. Fukushima N. Yamashita; M. Fukushima On stationary points of the implicit Lagrangian for nonlinear complementarity problems On stationary points of the implicit Lagrangian for nonlinear complementarity problems On stationary points of the implicit Lagrangian for nonlinear complementarity problems Journal of Optimization Theory and Applications, 84, 3, 653-663 Journal of Optimization Theory and Applications, 84, 3, 653-663 Journal of Optimization Theory and Applications, 84, 3, 653-663 1995 Refereed English Disclose to all

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Title language:
Books etc
Author Author(Japanese) Author(English) Title Title(Japanese) Title(English) Publisher Publisher(Japanese) Publisher(English) Publication date Language Type Disclose
山下 信雄 山下 信雄 非線形計画法 非線形計画法 朝倉書店 朝倉書店 2015 Single Work Disclose to all
山下 信雄 山下 信雄 応用数理ハンドブック 応用数理ハンドブック 朝倉書店 朝倉書店 2013 Contributor Disclose to all
山下 信雄 山下 信雄 数理工学のすすめ(改訂3版) 数理工学のすすめ(改訂3版) 現代数学社 現代数学社 2011 Contributor Disclose to all
山下 信雄 山下 信雄 数理工学辞典 数理工学辞典 朝倉書店 朝倉書店 2011 Contributor Disclose to all
山下信雄,福嶋雅夫 山下信雄,福嶋雅夫 数理計画法 数理計画法 コロナ社 コロナ社 2008 Japanese Joint Work Disclose to all
山下信雄 山下信雄 応用数理計画ハンドブック 応用数理計画ハンドブック 朝倉書店 朝倉書店 2002 Japanese Contributor Disclose to all
Title language:
Awards
Title(Japanese) Title(English) Organization name(Japanese) Organization name(English) Date
日本オペレーションズリサーチ学会 文献賞奨励賞,3 2006
日本オペレーションズリサーチ学会 文献賞 2006
External funds: competitive funds and Grants-in-Aid for Scientific Research (Kakenhi)
Type Position Title(Japanese) Title(English) Period
奨励研究(A) 均衡問題に対する最適化アプローチに関する研究 1999-1999
均衡問題に対する最適化アプローチに関する研究 2000-2000
若手研究(B) Representative 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 2002-2002
若手研究(B) Representative 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 2003-2003
若手研究(B) Representative 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 2004-2004
若手研究(B) Representative 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 2005-2005
若手研究(B) Representative 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 2006-2006
基盤研究(C) 正定値行列補完を用いた準ニュートン法の実用化に関する研究 2008-2012
基盤研究(C) 正定値行列補完を用いた準ニュートン法の実用化に関する研究 2011-2011
基盤研究(C) Representative 凸計画問題に対する近接座標勾配法の計算量解析と設計指針の体系化 2013-2016
基盤研究(C) Representative 凸計画問題に対する近接座標勾配法の計算量解析と設計指針の体系化 (平成26年度分) 2014/04/01-2015/03/31
基盤研究(C) Representative 凸計画問題に対する近接座標勾配法の計算量解析と設計指針の体系化 (平成27年度分) 2015/04/01-2016/03/31
基盤研究(C) Representative 凸計画問題に対する近接座標勾配法の計算量解析と設計指針の体系化 (平成28年度分) 2016/04/01-2017/03/31
基盤研究(C) Representative 主双対スパース最適化モデルの構築とその効率的な解法の開発 (平成29年度分) 2017/04/01-2018/03/31

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Teaching subject(s)
Name(Japanese) Name(English) Term Department Period
論理システム(数理) 前期 工学部 2011/04-2012/03
数理工学特別研究1 通年 情報学研究科 2011/04-2012/03
数理工学特別研究2 通年 情報学研究科 2011/04-2012/03
システム数理特別セミナー 後期 情報学研究科 2011/04-2012/03
最適化 Optimization 後期 経営管理教育部 2011/04-2012/03
最適化(数理) 後期 工学部 2011/04-2012/03
最適化数理特論 前期 情報学研究科 2011/04-2012/03
計画数学通論 後期 情報学研究科 2011/04-2012/03
数理工学特別セミナー Seminar on Applied Mathematics and Physics, Advanced 通年 情報学研究科 2012/04-2013/03
数理工学特別研究2 Advanced Study in Applied Mathematics and Physics II 通年 情報学研究科 2012/04-2013/03
数理工学特別研究1 Advanced Study in Applied Mathematics and Physics I 通年 情報学研究科 2012/04-2013/03
システム数理特別セミナー Seminar on Applied Mathematical Systems, Advanced 後期 情報学研究科 2012/04-2013/03
数理科学英語 English for Mathematical Science 後期 工学部 2012/04-2013/03
最適化 Optimization 後期 工学部 2012/04-2013/03
最適化 Optimization 後期 経営管理教育部 2012/04-2013/03
最適化数理特論 Optimization Theory, Advanced 前期 情報学研究科 2012/04-2013/03
科学英語(数理) Scientific English 後期 全学共通科目 2012/04-2013/03
計画数学通論 Operations Research, Advanced 後期 情報学研究科 2012/04-2013/03
論理システム Logical Systems 前期 工学部 2012/04-2013/03
線形計画 Linear Programming 後期 工学部 2013/04-2014/03
論理システム Logical Systems 前期 工学部 2013/04-2014/03
最適化 Optimization 後期 工学部 2013/04-2014/03
数理科学英語 English for Mathematical Science 後期 工学部 2013/04-2014/03
最適化数理特論 Optimization Theory, Advanced 前期 情報学研究科 2013/04-2014/03
数理工学特別研究1 Advanced Study in Applied Mathematics and Physics I 通年 情報学研究科 2013/04-2014/03
数理工学特別研究2 Advanced Study in Applied Mathematics and Physics II 通年 情報学研究科 2013/04-2014/03
数理とデザイン Industrial Mathematics and Design 後期 情報学研究科 2013/04-2014/03
システム数理特別セミナー Seminar on Applied Mathematical Systems, Advanced 後期 情報学研究科 2013/04-2014/03
最適化 Optimization 後期 経営管理教育部 2013/04-2014/03
科学英語(数理) Scientific English 後期 全学共通科目 2013/04-2014/03
線形計画 Linear Programming 後期 工学部 2014/04-2015/03
論理システム Logical Systems 前期 工学部 2014/04-2015/03
最適化 Optimization 後期 工学部 2014/04-2015/03
数理科学英語 English for Mathematical Science 後期 工学部 2014/04-2015/03
最適化数理特論 Optimization Theory, Advanced 前期 情報学研究科 2014/04-2015/03
計画数学通論 Operations Research, Advanced 後期 情報学研究科 2014/04-2015/03
数理工学特別研究1 Advanced Study in Applied Mathematics and Physics I 通年 情報学研究科 2014/04-2015/03
数理工学特別研究2 Advanced Study in Applied Mathematics and Physics II 通年 情報学研究科 2014/04-2015/03
数理とデザイン Industrial Mathematics and Design 後期 情報学研究科 2014/04-2015/03
システム数理特別セミナー Seminar on Applied Mathematical Systems, Advanced 後期 情報学研究科 2014/04-2015/03
最適化 Optimization 後期 経営管理教育部 2014/04-2015/03
科学英語(数理) Scientific English 後期 全学共通科目 2014/04-2015/03
数理とデザイン Industrial Mathematics and Design 後期 情報学研究科 2015/04-2016/03
数理工学特別研究2 Advanced Study in Applied Mathematics and Physics II 通年 情報学研究科 2015/04-2016/03
数理工学特別研究1 Advanced Study in Applied Mathematics and Physics I 通年 情報学研究科 2015/04-2016/03
システム数理特別セミナー Seminar on Applied Mathematical Systems, Advanced 後期 情報学研究科 2015/04-2016/03
最適化 Optimization 後期 工学部 2015/04-2016/03
最適化 Optimization 後期 経営管理教育部 2015/04-2016/03
最適化数理特論 Optimization Theory, Advanced 前期 情報学研究科 2015/04-2016/03
線形計画 Linear Programming 後期 工学部 2015/04-2016/03
論理システム Logical Systems 前期 工学部 2015/04-2016/03
数理とデザイン Industrial Mathematics and Design 後期 情報学研究科 2016/04-2017/03
数理工学特別研究2 Advanced Study in Applied Mathematics and Physics II 通年 情報学研究科 2016/04-2017/03
数理工学特別研究1 Advanced Study in Applied Mathematics and Physics I 通年 情報学研究科 2016/04-2017/03
システム数理特別セミナー Seminar on Applied Mathematical Systems, Advanced 後期 情報学研究科 2016/04-2017/03
最適化 Optimization 後期 工学部 2016/04-2017/03
最適化 Optimization 後期 経営管理教育部 2016/04-2017/03
最適化数理特論 Optimization Theory, Advanced 前期 情報学研究科 2016/04-2017/03
線形計画 Linear Programming 後期 工学部 2016/04-2017/03
計画数学通論 Operations Research, Advanced 後期 情報学研究科 2016/04-2017/03
論理システム Logical Systems 前期 工学部 2016/04-2017/03
数理とデザイン Industrial Mathematics and Design 後期 情報学研究科 2017/04-2018/03
数理工学概論 Introduction to Applied Mathematics and Physics 前期 工学部 2017/04-2018/03
数理工学特別セミナー Seminar on Applied Mathematics and Physics, Advanced 通年 情報学研究科 2017/04-2018/03
数理工学特別研究2 Advanced Study in Applied Mathematics and Physics II 通年 情報学研究科 2017/04-2018/03
数理工学特別研究1 Advanced Study in Applied Mathematics and Physics I 通年 情報学研究科 2017/04-2018/03
システム数理特別セミナー Seminar on Applied Mathematical Systems, Advanced 後期 情報学研究科 2017/04-2018/03
最適化 Optimization 後期 工学部 2017/04-2018/03
最適化 Optimization 後期 経営管理教育部 2017/04-2018/03
最適化数理特論 Optimization Theory, Advanced 前期 情報学研究科 2017/04-2018/03
線形計画 Linear Programming 後期 工学部 2017/04-2018/03
計画数学通論 Operations Research, Advanced 後期 情報学研究科 2017/04-2018/03
論理システム Logical Systems 前期 工学部 2017/04-2018/03
数理とデザイン Industrial Mathematics and Design 後期 工学研究科 2018/04-2019/03
数理とデザイン Industrial Mathematics and Design 後期 情報学研究科 2018/04-2019/03
数理工学概論 Introduction to Applied Mathematics and Physics 前期 工学部 2018/04-2019/03
最適化 Optimization 後期 工学部 2018/04-2019/03
最適化 Optimization 後期 経営管理教育部 2018/04-2019/03
最適化数理特論 Optimization Theory, Advanced 前期 工学研究科 2018/04-2019/03
最適化数理特論 Optimization Theory, Advanced 前期 情報学研究科 2018/04-2019/03
線形計画 Linear Programming 後期 工学部 2018/04-2019/03
計画数学通論 Operations Research, Advanced 後期 情報学研究科 2018/04-2019/03
論理システム Logical Systems 前期 工学部 2018/04-2019/03

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School management (title, position)
Title Period
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 2013/09/19-2014/03/31
外国人留学生日本語・日本文化研修委員会 委員 2012/04/01-2015/09/19
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 2013/09/20-2015/09/19
大学評価委員会点検・評価実行委員会 委員 2017/10/01-
Faculty management (title, position)
Title Period
情報セキュリティ作業委員会委員 2013/04/01-2015/03/31
計算機小委員会委員 2013/04/01-2015/03/31
財務委員会委員 2015/04/01-2016/03/31
制規委員会委員 2016/04/01-2017/03/31
情報セキュリティ委員会委員 2016/04/01-2017/03/31
専攻長会議 2016/04/01-2017/03/31
企画委員会副委員長 2017/04/01-2018/03/31
企画委員会委員 2018/04/01-2019/03/31
評価・広報委員会委員 2018/04/01-2019/03/31
Academic organizations (editor, editing team)
Organization name(Japanese) Organization name(English) Journal name(Japanese) Journal name(English) Title Period
システム制御情報学会 システム制御情報学会誌 システム制御情報学会誌 システム制御情報学会誌 編集委員 2005/4-2008/3
日本オペレーションズリサーチ学会 The Operations Research Society of Japan Journal of the Operatoins Research Society of Japan 編集委員 2010/3-2014/2
Numerical Algebra, Conrol and Optimization Numerical Algebra, Control and Optimization Associate Editor 2010-
Optimization Letters Associate Editor 2011-
Journal of Optimization, Theory and Applications Associate Editor 2011-
Journal of Industrial and Management Optimization Associate Editor 2012/5-
Pacific Journal of Optimization Associate Editor 2014/9-