林俊介のウェブページへようこそ

研究成果

査読付き学術論文

[23] Shunsuke Hayashi, “Inexact sequential injective algorithm for weakly univalent vector equation and its application to regularized smoothing Newton algorithm for mixed second-order cone complementarity problems”, Numerical Algebra, Control and Optimization, online (2022). (DOI: doi:10.3934/naco.2022024)

[22] Takashi Akamatsu, Kentaro Wada, Takamasa Iryo, and Shunsuke Hayashi,“A new look at departure time choice equilibrium models with heterogeneous users”, Transportation Research Part B: Methodological, 148 (2021), pp. 152-182.
(DOI: doi:10.1016/j.trb.2021.04.003 / Times cited: Google Scholar 5)

[21] Hasuka Kanno, Shuji Moriguchi, Shunsuke Hayashi, and Kenjiro Terada,“A computational design optimization method for rockfall protection embankments”, Engineering Geology 284 (2021), 105920.
(DOI: 10.1016/j.enggeo.2020.105920 / Times cited: Google Scholar 2)

[20] Hasuka Kanno, Shuji Moriguchi, Kenjiro Terada, Shunsuke Hayashi, Yusaku Isobe, and Ikumasa Yoshida, “Placement optimization method for rockfall protection structures along a road”, Proceedings of the 7th International Symposium on Geotechnical Safety and Risk (ISGSR 2019), pp. 529-534. (DOI: 10.3850/978-981-11-2725-0_IS16-10-cd)

[19] 菅野蓮華，森口周二，寺田賢二郎，林俊介，磯部有作，岩永昇二，“路線における落石対策工の最適配置評価のための統計モデリング”, 土木学会論文集 A2 (応用力学), Vol. 74, No. 2 (応用力学論文集Vol. 21) (2018), pp.I_13 - I_21.
(DOI: 10.2208/jscejam.74.I_13)

[18] Takayuki Okuno, Shunsuke Hayashi, Nobuo Yamashita, and Kensuke Gomoto, “An exchange method with refined subproblems for convex semi-infinite programming problems”, Optimization Methods and Software 31 (2016), pp. 1305-1324.
(DOI: 10.1080/10556788.2015.1124432 / Times cited: Google Scholar 3, Web of Science 2)

[17] Shunsuke Hayashi, Takayuki Okuno, and Yoshihiko Ito, “Simplex type algorithm for second-order cone programmes via semi-infinite programming reformulation”, Optimization Methods and Software 31 (2016), pp. 1272-1297.
(DOI: 10.1080/10556788.2015.1121487 / Times cited: Google Scholar 11, Web of Science 7)

[16] Shunsuke Hayashi, Soon-Yi Wu, and Liping Zhang, “Computation algorithm for convex semi-infinite program with second-order cones: special analyses for affine and quadratic case”, Journal of Scientific Computing 68 (2016), pp. 573-595.
(DOI: 10.1007/s10915-015-0149-6 / Google Scholar)

[15] Takashi Akamatsu, Kentaro Wada, and Shunsuke Hayashi, “The corridor problem with discrete multiple bottlenecks”, Transportation Research Part B: Methodological, 81 (2015), pp. 808-829.
(DOI: doi:10.1016/j.trb.2015.07.015 / Times cited: Google Scholar 33, Web of Science 15)

[14] Takayuki Okuno, Kohei Yasuda, and Shunsuke Hayashi, “Sl1QP based algorithm with trust region technique for solving nonlinear second-order cone programming problems”, Interdisciplinary Information Sciences 21 (2015), pp. 97-107.
(DOI: 10.4036/iis.2015.97 / Google Scholar)

[13] Yasushi Narushima, Hideho Ogasawara, and Shunsuke Hayashi, “A smoothing method with appropriate parameter control based on Fischer-Burmeister function for second-order cone complementarity problems”, Abstract and Applied Analysis 2013 (2013), Article ID 830698, 16 pages.
(DOI: 10.1155/2013/830698 / Times cited: Google Scholar 4, Web of Science 4)

[12] Hiroshi Yamamura, Takayuki Okuno, Shunsuke Hayashi, and Masao Fukushima, “A smoothing SQP method for mathematical programs with linear second-order cone complementarity constraints”, Pacific Journal of Optimization 9 (2013), pp. 345-372.
(Journal web site / Times cited: Google Scholar 7, Web of Science 5)

[11] Ryoichi Nishimura, Shunsuke Hayashi, and Masao Fukushima, “SDP reformulation for robust optimization problems based on nonconvex QP duality”, Computational Optimization and Applications 55 (2013), pp. 21-47.
(DOI: 10.1007/s10589-012-9520-9 / Times cited: Google Scholar 9, Web of Science 3)

[10] Takayuki Okuno, Shunsuke Hayashi, and Masao Fukushima, “A regularized explicit exchange method for semi-infinite programs with an infinite number of conic constraints”, SIAM Journal on Optimization 22 (2012), pp. 1009-1028.
(DOI: 10.1137/110839631 / Times cited: Google Scholar 13, Web of Science 7)

[9] Ryoichi Nishimura, Shunsuke Hayashi, and Masao Fukushima, “Semidefinite complementarity reformulation for robust Nash equilibrium problems with Euclidean uncertainty sets”, Journal of Global Optimization 53 (2012), pp. 107-120.
(DOI: 10.1007/s10898-011-9719-9 / Times cited: Google Scholar 17, Web of Science 6)

[8] Ailing Zhang and Shunsuke Hayashi, “Celis-Dennis-Tapia based approach to quadratic fractional programming problems with two quadratic constraints”, Numerical Algebra, Control and Optimization 1 (2011), pp. 83-98.
(DOI: 10.3934/naco.2011.1.83 / Times cited: Google Scholar 29)

[7] Shunsuke Hayashi and Soon-Yi Wu, “An explicit exchange algorithm for linear semi-infinite programming problems with second-order cone constraints”, SIAM Journal on Optimization 20 (2009), pp. 1527-1546.
(DOI: 10.1137/070710470 / Times cited: Google Scholar 12, Web of Science 6)

[6] Shunsuke Hayashi and Zhi-Quan (Tom) Luo, “Spectrum management for interference-limited multiuser communication systems”, IEEE Transactions on Information Theory 55 (2009), pp. 1153-1175.
(DOI: :10.1109/TIT.2008.2011433 / Times cited: Google Scholar 128, Web of Science 62)

[5] Ryoichi Nishimura, Shunsuke Hayashi, and Masao Fukushima, “Robust Nash equilibria in N-person non-cooperative games: Uniqueness and reformulation”, Pacific Journal of Optimization 5 (2009), pp. 237-259.
(Journal web site / Times cited: Google Scholar 50, Web of Science 18)

[4] Shunsuke Hayashi and Zhi-Quan (Tom) Luo, “Dynamic spectrum management: When is FDMA sum-rate optimal?”, Proceedings of IEEE International Conference on Acoustics, Speech, and Signal Processing (ICASSP 2007), III-609 - III-612.
(DOI: 10.1109/ICASSP.2007.366753 / Times cited: Google Scholar 22)

[3] Shunsuke Hayashi, Nobuo Yamashita, and Masao Fukushima, “Robust Nash equilibria and second-order cone complementarity problems”, Journal of Nonlinear and Convex Analysis 6 (2005), pp. 283-296.
(Journal web site / Times cited: Google Scholar 78, Web of Science 43)

[2] Shunsuke Hayashi, Takahiro Yamaguchi, Nobuo Yamashita and Masao Fukushima, “A matrix splitting method for symmetric affine second-order cone complementarity problems”, Journal of Computational and Applied Mathematics, 175 (2005), pp. 335-353.
(DOI: 10.1016/j.cam.2004.05.018 / Times cited: Google Scholar 42, Web of Science 25)

[1] Shunsuke Hayashi, Nobuo Yamashita and Masao Fukushima, “A combined smoothing and regularization method for monotone second-order cone complementarity problems”, SIAM Journal on Optimization, 15 (2005), pp. 593-615.
(DOI: 10.1137/S1052623403421516 / Times cited: Google Scholar 227, Web of Science 157)

テクニカルレポート等

特集記事

[2] 林俊介，“ReSNAの手引き (特集：2次錐計画の波に乗れ)”，オペレーションズ・リサーチ：経営の科学, Vol. 59, 12月号, (2014), pp. 716-724. (PDF file / OR学会機関誌アーカイブ)

[1] 林俊介，“錐相補性問題の理論と応用 (特集：新生代が切り拓く連続最適化)”，オペレーションズ・リサーチ：経営の科学, Vol. 59, 3月号, (2014), pp. 152-158. (PDF file / OR学会機関誌アーカイブ)

著書（分担執筆）

[1] 林俊介，“半無限計画問題”，太田快人・酒井英明・高橋豊・田中利幸・永持仁・福島雅夫（編集），数理工学事典，朝倉書店，2011, pp. 563-566.

学位論文

・ “Studies on Second-Order Cone Complementarity Problems (二次錐相補性問題に関する研究)”, 京都大学大学院情報学研究科（指導教官：福嶋雅夫教授），博士論文（2005年3月）．(PDF_file)

・ “On the Coerciveness of Merit Functions for the Second-Order Cone Complementarity Problem (二次錐相補性問題に対するメリット関数の強圧性について)”, 京都大学大学院情報学研究科（指導教官：福嶋雅夫教授），修士論文 2002年3月）． (PDF_file)

・ “最長部分列問題の解法に関する研究”，東京大学工学部計数工学科（指導教官：胡振江講師），卒業論文（2000年3月）．(PDF file)　注意：私が学部生の頃に書いた稚拙な文章ですので，学生の皆さんは決して書き方を参考にしないで下さい．．．

ソフトウェア（全てMATLABのコードで書かれています．）

・ReSNA: 混合二次錐相補性問題を解くプログラム
(SOCCP_AFFINE, SOCCP_AFFINE_MIXEDはすべてReSNAに含まれますので，今後ReSNAをご使用下さい．)

口頭発表（国際会議等，林発表分のみ，太字は招待発表）

Shunsuke Hayashi, “Sequential Injective Algorithm for Weakly Univalent Vector Equation and Its Application to Mixed Second-Order Cone Complementarity Problems”, 21st Conference of the International Federation of Operational Research Societies (IFORS2017), Quebec City, Quebec, Canada, Jul 18, 2017.

Shunsuke Hayashi, “Sequential Injective Algorithm for Weakly Univalent Vector Equation and Its Application to Mixed Second-Order Cone Complementarity Problem”, 2017 SIAM Conference on Optimization (OP17), Vancouver, British Columbia, Canada, May 24, 2017.

Shunsuke Hayashi and Naoya Seki, “Departure time choice equilibrium with heterogeneous commuters in corridor type traffic network”, The 14th EUROPT Workshop on Advances in Continuous Optimization (EUROPT2016), Warsaw, Poland, July 1-2, 2016.

Takashi Akamatsu, Kentaro Wada, and Shunsuke Hayashi, “The departure-time choice equilibrium of the corridor problem with discrete multiple bottlenecks: modeling, solvability, and uniqueness”, The 27th European Conference on Operational Research (EURO2015), Glasgow, UK (Scotland), July 12-15, 2015.

Takashi Akamatsu, Kentaro Wada, and Shunsuke Hayashi, “Infinite or finite-dimensional complementarity reformulation for the departure-time choice equilibrium problem with discrete multiple bottlenecks”, The 13th EUROPT Workshop on Advances in Continuous Optimization (EUROPT2015), Edinburgh, UK (Scotland), July 8-10, 2015.

Shunsuke Hayashi, Takayuki Okuno and Yoshihiko Ito, “Simplex type algorithm for second-order cone programs via semi-infinite programming reformulation”, The First Pacific Optimization Conference (POC2014), Wuxi, China, October 31, 2014.

Shunsuke Hayashi, “Smoothing Newton method for second-order cone complementarity problems”, NCTS seminar, National Center for Theoretical Sciences, National Cheng Kung University, Tainan, Taiwan, September 15, 2014.

Shunsuke Hayashi and Soon-Yi Wu, “The αBB cutting plane algorithm for a semi-infinite programming problem with multi-dimensional index set”, The 12th EUROPT Workshop on Advances in Continuous Optimization (EUROPT2014), Perpignan, France, July 11, 2014.

Shunsuke Hayashi and Soon-Yi Wu, “The αBB cutting plane algorithm for a semi-infinite programming problem with multi-dimensional index set”, SIAM Conference on Optimization (OP14), San Diego, USA, May 19, 2014.

Shunsuke Hayashi, Liping Zhang, and Soon-Yi Wu, “Explicit exchange algorithm for convex semi-infinite programming problems with second-order cone constraints”, The 9th International Conference on Optimization: Techniques and Applications (ICOTA9), Taipei, Taiwan, December 14, 2013.

Shunsuke Hayashi, “Equilibrium problems related to conic complementarity problems”, NCTS seminar, National Center for Theoretical Sciences, National Cheng Kung University, Tainan, Taiwan, September 15, 2013.

Kohei Yasuda, Takayuki Okuno, and Shunsuke Hayashi, “Sl1QP based algorithm with trust region technique for nonlinear second-order cone programs”, The 26th European Conference on Operational Research (EURO2013) / EURO-INFORMS Joint International Meeting, Rome, Italy, July 7, 2013.

Yasushi Narushima, Hideho Ogasawara, and Shunsuke Hayashi, “A smoothing method with appropriate parameter control based on Fischer-Burmeister function for second-order cone complementarity problems”, The 11th EUROPT Workshop on Advances in Continuous Optimization (EUROPT2013), Florence (Firenze), Italy, June 28, 2013.

Shunsuke Hayashi, “Robust optimization equilibrium and conic complementarity problems”, Colloquium of Mathematics Department, National Taiwan Normal University, Taipei, Taiwan, September 12, 2012.

Hiroshi Yamamura, Takayuki Okuno, Shunsuke Hayashi, and Masao Fukushima, “A smoothing SQP method for mathematical programs with second-order cone complementarity constraints”, The 21st International Symposium on Mathematical Programming (ISMP2012), Berlin, Germany, August 12, 2012.

Kensuke Goumoto and Shunsuke Hayashi, “The αBB based cutting plane method for semi-infinite program with multi-dimensional index set”, The 25th European Conference on Operational Research (EURO2012), Vilnius, Lithuania, July 10, 2012.

Hiroshi Yamamura, Takayuki Okuno, Shunsuke Hayashi, and Masao Fukushima, “A smoothing SQP method for mathematical programs with second-order cone complementarity constraints”, The 10th EUROPT Workshop on Advances in Continuous Optimization (EUROPT2012), Siauliai, Lithuania, July 6, 2012.

Yoshihiko Ito and Shunsuke Hayashi, “Robust Wardrop equilibrium in traffic assignment problem with uncertain data”, Nanjing-Kyoto Joint Workshop on Algorithms, Optimization and Numerical Analysis 2012, Kyoto, Japan, March 12, 2012.

Takayuki Okuno, Shunsuke Hayashi, and Masao Fukushima, “Semi-infinite program with infinitely many conic constraints: optimality condition and algorithms”, The 5th Sino-Japan Optimization Meeting (SJOM 2011), Beijing, China, September 27, 2011.

Yoshihiko Ito and Shunsuke Hayashi “Robust Wardrop equilibrium in uncertain traffic assignment problem: second-order cone based model”, NCTS seminar, National Center for Theoretical Sciences, National Cheng Kung University, Tainan, Taiwan, September 15, 2011.

Shunsuke Hayashi, “Robust Nash equilibria for games with uncertain data”, NCTS seminar, National Center for Theoretical Sciences, National Cheng Kung University, Tainan, Taiwan, September 13, 2011.

Takayuki Okuno, Shunsuke Hayashi, and Masao Fukushima, “Semi-infinite program with infinitely many conic constraints: optimality conditions and globally convergent algorithm”, The 19th Triennial Conference of the International Federation of Operational Research Societies (IFORS2011), Melbourne, Australia, July 15, 2011.

Yoshihiko Ito, Hitoshi Takahashi, and Shunsuke Hayashi, “Second-order cone complementarity reformulation for robust Wardrop equilibrium problems in traffic assignment with uncertain data”, The 9th EUROPT Workshop on Advances in Continuous Optimization, Ballarat, Australia, July 8, 2011.

Yoshihiko Ito, Hitoshi Takahashi, and Shunsuke Hayashi, “Second-order cone based reformulation for robust Wardrop equilibrium problems”, SIAM Conference on Optimization (OP11), Darmstadt, Germany, May 18, 2011.

Shunsuke Hayashi, Soon-Yi Wu, and Liping Zhang, “Convergence analysis of an explicit exchange method for convex semi-infinite programming problems with second-order cone constraints”, The 8th International Conference on Optimization: Techniques and Applications (ICOTA8), Shanghai, China, December 11, 2010.

Ryoichi Nishimura, Shunsuke Hayashi, and Masao Fukushima, “SDP reformulation for robust LPs and SOCPs based on nonconvex QP duality”, NCTS seminar, National Center for Theoretical Sciences, National Cheng Kung University, Tainan, Taiwan, September 7, 2010.

Takayuki Okuno, Shunsuke Hayashi, and Masao Fukushima, “Optimality conditions and regularized explicit exchange method for convex semi-infinite programs with infinitely many conic constraints”, NCTS seminar, National Center for Theoretical Sciences, National Cheng Kung University, Tainan, Taiwan, August 31, 2010.

Shunsuke Hayashi, Soon-Yi Wu, and Liping Zhang, “Explicit exchange method for convex semi-infinite programming problems with second-order cone constraints”, NCTS seminar, National Center for Theoretical Sciences, National Cheng Kung University, Tainan, Taiwan, August 24, 2010.

Ryoichi Nishimura, Shunsuke Hayashi, and Masao Fukushima, “Semidefinite complementarity reformulation for robust Nash equilibrium problems based on the duality of nonconvex quadratic programming”, International Conference on Optimization, Simulation and Control, Ulaanbaatar, Mongolia, July 26, 2010.

Takayuki Okuno, Shunsuke Hayashi, and Masao Fukushima, “Optimality conditions and regularized explicit exchange method for convex semi-infinite programs with infinitely many conic constraints”, 24th European Conference on Operational Research (EURO XXIV), Lisbon, Portugal, July 11, 2010.

Ryoichi Nishimura, Shunsuke Hayashi, and Masao Fukushima, “Robust Nash equilibria in incomplete information games: semidefinite complementarity reformulation and equilibrium behavior”, The 8th EUROPT Workshop on Advances in Continuous Optimization, Aveiro, Portugal, July 9, 2010.

Shunsuke Hayashi, “Solving Convex Semi-Infinite Programming Problems with Second-Order Cone Constraints”, NCTS seminar, National Center for Theoretical Sciences, National Cheng Kung University, Tainan, Taiwan, September 22, 2009.

Shunsuke Hayashi, “Explicit Exchange Algorithm for Linear Semi-infinite Programming Problems with Second-order Cone Constraints”, National Center for Theoretical Sciences, National Cheng Kung University, Tainan, Taiwan, September 17, 2009.

Ryoichi Nishimura, Shunsuke Hayashi, and Masao Fukushima, “Semidefinite Complementarity Reformulation for Robust Nash Equilibrium Problems”, The 20th International Symposium of Mathematical Programming (ISMP), Chicago, USA, August 25, 2009.

Shunsuke Hayashi, Soon-Yi Wu, and Liping Zhang, “Explicit Exchange Method for Convex Semi-Infinite Programming Problems with Second-Order Cone Constraints”, The 23rd European Conference on Operational Research (EURO2009), Bonn, Germany, July 6, 2009.

Ryoichi Nishimura, Shunsuke Hayashi, and Masao Fukushima, “SDP reformulation for robust LPs and SOCPs based on nonconvex QP duality”, 7th EUROPT Workshop, Remagen, Germany, July 2, 2009.

Shunsuke Hayashi and Soon-Yi Wu, “Explicit exchange algorithm for linear semi-infinite programming problems with second-order cone constraints”, The 4th Sino-Japan Optimization Meeting (SJOM2008), National Center for Theoretical Sciences, National Cheng Kung University, Tainan, Taiwan, August 28, 2008.

Shunsuke Hayashi, “Computation method on SIP with second order cone”, NCTS seminar, National Center for Theoretical Sciences, National Cheng Kung University, Tainan, Taiwan, August 21, 2008.

Shunsuke Hayashi, “FDMA based optimality analyses and algorithms for dynamic spectrum management”, SIAM Conference on Optimization, Boston, USA, May 10, 2008.

Shunsuke Hayashi, “Some analyses based on optimization theory for multiuser interference channels”, Chinese Academy of Sciences - Kyoto University Joint Workshop on Mathematical Methods for Informatics, Engineering and Management, Chinese Academy of Sciences, Beijing, China, March 18, 2008.

Shunsuke Hayashi, “FDMA based analyses for sum-rate optimality in the dynamic spectrum management”, Workshop on Optimization and Signal Processing, The Chinese University of Hong Kong, Hong Kong, December 20, 2007.

Shunsuke Hayashi and Soon-Yi Wu, “Solving Semi-Infinite Programming Problems with Second-Order Cone Constraints”, The 7th International Conference on Optimization: Techniques and Applications (ICOTA7), Kobe International Conference Center, Japan, December 14, 2007.

Shunsuke Hayashi and Soon-Yi Wu, “An explicit exchange algorithm for linear semiinfinite programming problem with second-order cone constraints”, 22nd European Conference on Operational Research (EURO XXII), Prague, Czech Republic, July 10, 2007.

Ryoichi Nishimura, Shunsuke Hayashi and Masao Fukushima, “Robust Nash Equilibria for N-Person Non-Cooperative Games”, Joint EUROPT-OMS Conference 2007, 2nd Conference on Optimization Methods & Software and 6th EUROPT Workshop on Advances in Continuous Optimization, Prague, Czech Republic, July 7, 2007.

Shunsuke Hayashi and Zhi-Quan (Tom) Luo, “Dinamic spectrum management: When is FDMA sum-rate optimal?”, International Conference on Acoustics, Speech, and Signal Processing (ICASSP), Honolulu, Hawaii, USA, April 20, 2007.

Shunsuke Hayashi and Soon-Yi Wu, “Mathematical programming with second-order cones”, NCTS seminar, National Center for Theoretical Sciences, National Cheng Kung University, Tainan, Taiwan, March 8, 2007.

Shunsuke Hayashi and Soon-Yi Wu, “A certain class of cutting plane algorithm for linear semi-infinite programming problems with second-order cone constraints”, 5th Ballarat Workshop on Global and Non-Smooth Optimization: Theory, Methods and Applications, Ballarat, Victoria, Australia, November 30, 2006.

Shunsuke Hayashi and Soon-Yi Wu, “Linear semi-infinite programming in second-order cone”, NCTS seminar, National Center for Theoretical Sciences, National Cheng Kung University, Tainan, Taiwan, July 26, 2006.

Shunsuke Hayashi and Zhi-Quan (Tom) Luo, “Spectrum management for interference-limited multiuser communication systems”, NCTS seminar, National Center for Theoretical Sciences, National Cheng Kung University, Tainan, Taiwan, July 25, 2006.

Shunsuke Hayashi and Zhi-Quan (Tom) Luo, “Tone-monopolistic approaches for sum rate maximization of digital subscriber lines”, Workshop on Optimization, National Taiwan Normal University, Taipei, Taiwan, November 29, 2005.

Shunsuke Hayashi, Nobuo Yamashita and Masao Fukushima, “Robust Nash Equilibrium and Second-Order Cone Complementarity Problems”, International Workshop on Optimization and Game Theory -- Modeling and Algorithms --, Kyoto University, Kyoto, Japan, October 17, 2004.

Shunsuke Hayashi, Nobuo Yamashita and Masao Fukushima, “Robust Nash Equilibrium and Second-Order Cone Complementarity Problems”, CORS/INFORMS Joint International Meeting, Banff, Canada, May 17, 2004.

Shunsuke Hayashi, Takahiro Yamaguchi, Nobuo Yamashita and Masao Fukushima, “On a Matrix Splitting Method for Affine Second-Order Cone Complementarity Problems”, International Conference on Numerical Linear Algebra and Optimization in Guilin (NLAO2003), Guilin Fubo Hotel, Guilin, China, October 7, 2003.

Shunsuke Hayashi, Takahiro Yamaguchi, Nobuo Yamashita and Masao Fukushima, “On a Matrix Splitting Method for Affine Second-Order Cone Complementarity Problems”, Nonlinear Analysis and Convex Analysis 2003 (NACA2003), Tokyo Institute of Technology, Tokyo, Japan, August 25, 2003.

Shunsuke Hayashi, Nobuo Yamashita and Masao Fukushima, “On the Coerciveness of Merit Functions for Second-Order Cone Complementarity Problem”, Nonlinear Analysis and Convex Analysis 2001 (NACA2001), Hirosaki University, Hirosaki, Japan, July 30, 2001.

口頭発表・講演（国内向け，本人発表分のみ，太字は招待発表）

林俊介，“都市の集積経済と均衡解析モデル”，日本オペレーションズ・リサーチ学会　「最適化手法とアルゴリズム」研究部会（SOMA）第8回研究会，東京大学本郷キャンパス，東京都文京区，2023年2月22日

林俊介，“変分不等式問題と相補性問題の理論とその周辺”， RIMS共同研究「組合せ最適化セミナー (COSS2019)」（第16回），京都大学数理解析研究所，京都市左京区，2019年8月8日 (ウェブサイト)

林俊介，“ボトルネックモデルと通勤時刻選択均衡”，日本オペレーションズ・リサーチ学会関西支部SSOR2018，関西大学飛鳥文化研究所，奈良県明日香村，2018年11月4日

山下祐欣，林俊介，“ツリー構造をもつ動的利用者配分問題に対する均衡解析”，日本オペレーションズ・リサーチ学会（2018年秋季研究発表会），名古屋市立大学滝子（山の畑）キャンパス，名古屋市瑞穂区，2018年9月6日

林俊介，“ロバスト最適化と錐計画問題”，第25回信頼性設計技術WS ＆第38回最適設計研究会，東北工業大学一番町ロビー，仙台市青葉区，2018年8月2日

林俊介，“確率統計学”，第33期非線形CAE勉強会，東京大学本郷キャンパス，東京都文京区，2018年5月13日

林俊介，“最適化の基礎理論とその背景”，第71回情報科学談話会，東北大学情報科学研究科棟，仙台市青葉区，2017年10月26日

林俊介，“弱一価ベクトル方程式に対する逐次単射アルゴリズム”，研究集会「数理最適化の発展:モデル化とアルゴリズム」，京都大学数理解析研究所，京都市左京区，2017年8月25日．

林俊介，“工学のための最適化数学の基礎”，土木学会応用力学委員会東北地区応用力学フォーラム，東北大学工学部人間・環境系研究教育棟，仙台市青葉区，2015年11月26日

赤松隆，和田健太郎，林俊介，“複数のボトルネックをもつ通勤時刻選択均衡問題～無限次元相補性問題への定式化～”，日本オペレーションズ・リサーチ学会　「最適化の基盤とフロンティア」研究部会（WOO）第3回研究会，東京理科大学神楽坂キャンパス，東京都新宿区，2015年10月24日

赤松隆，和田健太郎，林俊介，“複数のボトルネックをもつ通勤時刻選択問題とその均衡解”，RIMS 研究集会「新時代を担う最適化：モデル化手法と数値計算」，京都大学数理解析研究所，2015年9月1日

赤松隆，和田健太郎，林俊介，“複数のボトルネックをもつ通勤時刻選択問題とその均衡解”，研究集会『最適化：モデリングとアルゴリズム』，統計数理研究所，2015年3月20日

林俊介，“制約付き最適化：錐の制約と無限の制約”，日本オペレーションズ・リサーチ学会東北支部講演会，東北大学大学院経済学研究科，2014年7月4日

林俊介，“錐計画と半無限計画におけるアルゴリズムと応用”，日本オペレーションズ・リサーチ学会「数理モデルとその応用」研究部会第１３回研究集会，金沢学院大学大学院サテライト教室，2011年10月1日

伊藤好彦，高橋仁，林俊介，“ロバストWardrop均衡問題と二次錐相補性問題への変換”，RIMS 研究集会「最適化手法の深化と広がり」，京都大学数理解析研究所，2011年7月21日

林俊介，Zhi-Quan (Tom) Luo，“DSM通信に対する最適化理論の適用”，京都大学ICTイノベーション2010，京都大学百周年時計台記念館，2010年2月19日

西村亮一，林俊介，福島雅夫，“ロバストNash均衡問題の半正定値相補性問題への変換”，RIMS 研究集会「21世紀の数理計画：アルゴリズムとモデリング」，京都大学数理解析研究所，2009年7月24日

西村亮一，林俊介，福島雅夫，“ある構造をもつロバスト最適化問題に対する半正定値計画変換”，SCOPE＠つくば～未来を担う若手研究者の集い 2009 ～，筑波大学，2009年5月30日

西村亮一，林俊介，福島雅夫，“非凸二次計画問題の強双対性を用いたロバスト最適化問題に対する半正定値計画変換”，研究集会『最適化：モデリングとアルゴリズム』，統計数理研究所，2009年3月26日

張艾玲，林俊介，“CDT制約をもつ二次分数計画問題に対する一般化ニュートン法”，日本オペレーションズ・リサーチ学会（2008年秋季研究発表会），札幌コンベンションセンター，2008年9月11日

林俊介, Zhi-Quan (Tom) Luo，“DSM通信に対するFDMA最適性とそれに基づいた解法”，RIMS研究集会「21世紀の数理計画：最適化モデルとアルゴリズム」，京都大学数理解析研究所，2008年7月24日

林俊介，“DSM通信に対する最適化理論の適用”，日本オペレーションズ・リサーチ学会（計算と最適化・未来を担う研究者の集い），筑波大学，2008年5月31日

林俊介，“DSM通信における重みつき総レートの最大化”，2008年度第4回情報学若手コロキュアム，京都大学，2008年5月29日

林俊介，Soon-Yi Wu, “二次錐制約をもつ半無限計画問題に対する解法”, 第52回システム制御情報学会研究発表講演会(SCI' 08), 京都情報大学院大学京都駅前校，2008年5月18日

西村亮一，林俊介，福島雅夫，“N人非協力ゲームに対するロバストNash均衡”，RIMS 研究集会「数値最適化の理論と実際」，京都大学数理解析研究所，2007年7月20日

林俊介, Zhi-Quan (Tom) Luo, “DMS通信方式における重み付き総レートの最大化”，日本オペレーションズリサーチ学会（2007年春季研究発表会），鳥取大学，2007年3月28日

林俊介, Soon-Yi Wu, “二次錐制約をもつ半無限計画問題に対する切除平面アプローチ”，第18回RAMPシンポジウム，京都大学時計台百周年記念ホール，2006年10月13日

林俊介, Soon-Yi Wu, “二次錐制約をもつ半無限計画問題の解法”，RIMS研究集会「非線形解析学と凸解析学の研究」，京都大学数理解析研究所，2006年8月29日

林俊介, Zhi-Quan (Tom) Luo, “デジタル加入者線における総レート最大化問題に対するトーン独占性に基づいたアプローチ”，システム制御情報学会（第50回研究発表講演会），京都テルサ，2006年5月12日

林俊介，山下信雄，福島雅夫，“Robust Nash Equilibria and Second-Order Cone Complementarity Problems”, ミクロ経済学・ゲーム理論研究会，京都大学経済研究所，2004年7月16日

林俊介，山下信雄，福島雅夫，“ロバストNash均衡点と二次錐相補性問題”，日本オペレーションズリサーチ学会（2004年春季研究発表会），早稲田大学理工学部，2004年3月17日

林俊介，山口貴大，山下信雄，福島雅夫，“対称なアフィン二次錐相補性問題に対する行列分割法”，日本オペレーションズ・リサーチ学会（2003年秋季研究発表会），福岡大学七隈キャンパス，2003年9月10日

林俊介，山下信雄，福島雅夫，“平滑化法と正則化法を組み合わせた二次錐相補性問題の解法”，システム制御情報学会（第47回研究発表講演会），京都テルサ，2003年5月14日

林俊介，“二次錐計画問題と二次錐相補性問題”，日本オペレーションズ・リサーチ学会中部支部（第３回研究会），中部品質管理協会（名古屋市中村区），2002年11月2日

林俊介，山下信雄，福島雅夫，“二次錐相補性問題に対する超一次収束アルゴリズム”，日本オペレーションズ・リサーチ学会（2002年秋季研究発表会），はこだて未来大学（函館市），2002年9月12日

林俊介，山下信雄，福島雅夫，“二次錐相補性問題に対する超一次収束アルゴリズム”，RIMS研究集会「最適化の数理とアルゴリズム」，京都大学数理解析研究所，2002年7月19日

林俊介，山下信雄，福島雅夫，“平滑化法と正則化法を用いたSOCCPの解法”，日本オペレーションズ・リサーチ学会（若手ORの会 (KSMAP) 2002年度第１回研究発表会），京都大学工学部８号館，2002年5月20日

林俊介，山下信雄，福島雅夫，“平滑化法と正則化法を組み込んだ二次錐相補性問題の解法について”，研究集会「最適化：モデリングとアルゴリズム」，統計数理研究所（東京都港区）， 2002年3月23日

林俊介，山下信雄，福島雅夫，“二次錐相補性問題の解法について”，RIMS研究集会「数理最適化のアルゴリズム」，
京都大学数理解析研究所，2001年7月19日

林俊介，山下信雄，福島雅夫，“二次錐相補性問題に対するメリット関数について”，日本オペレーションズリサーチ学会（2001年春季研究発表会），法政大学小金井キャンパス，2001年5月1日

林俊介，胡振江，武市正人，岩崎英哉，“最左最右関係を用いた最長部分列問題の解法およびその応用”，日本ソフトウェア科学会（第17回大会），東京工科大学八王子キャンパス，2000年9月21日

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