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Researcher DataBase - Personal Information :
Tanaka Naoki
Tanaka Naoki
Professor
College of Science - Division of Mathematics
Faculty of Science - Department of Mathematics
Graduate School of Integrated Science and Technology Department of Science - Mathematics Course
Graduate School of Science and Technology,Research Division - Research of Basic Science
tanaka.naoki@@@shizuoka.ac.jp
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Last updated : 2024/01/23 2:05:34
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Basic information on teaching staff
| Waseda University 1990/10 |
| Natural Science - Mathematical analysis |
| semigroup of operators, evolution equation, hyperbolic system, mutational analysis |
| ・Mathematical Society of Japan |
Research information
[1]. Evolution equations governed by quasilinear operators satisfying Carathéodory's conditions
Dissertationes Mathematicae /571 1-70 (2022) [Refereed] refereed [Internationally co-authored papers] non-internationally co-authored paper
[Lead author or co-author] author
[Author] Toshitaka Matsumoto; Hirokazu Oka; Naoki Tanaka [DOI]
[2]. Well-posedness for fully nonlinear functional differential equations
Mathematische Nachrichten 8/294 1595-1628 (2021) [Refereed] refereed [Internationally co-authored papers] non-internationally co-authored paper
[Lead author or co-author] author
[Author] Naoki Tanaka [DOI]
[3]. Mutational analysis with transitions whose domains vary in state and that are not necessarily Lipschitz continuous in time
Journal of Mathematical Analysis and Applications 498/ 124967- (2021) [Refereed] refereed [Internationally co-authored papers] non-internationally co-authored paper
[Lead author or co-author] author
[Author] Naoki Tanaka; Kazuki Takami [DOI]
[4]. Approximation of abstract Cauchy problems for dissipative operators with respect to metric-like functionals
Journal of Mathematical Analysis and Applications 480/ 123406-24 pp. (2019) [Refereed] refereed [Internationally co-authored papers] non-internationally co-authored paper
[Lead author or co-author] author
[Author] Naoki Tanaka [DOI]
[5]. Evolution variational inequalities with growth conditions in metric spaces
Studia Mathematica 248/2 147-169 (2019) [Refereed] refereed [Internationally co-authored papers] non-internationally co-authored paper
[Lead author or co-author] author
[Author] Naoki Tanaka [DOI]
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[1]. Abstract evolution equations governed by time-dependent dissipative operators with respect to metric-like functionals
第１８７回神楽坂解析セミナー （2023/6/） invited
[Presenter]田中直樹
[Notes] 東京理科大学神楽坂校舎８号館３階８３４教室
[2]. 一般化安定性条件の下での線形発展作用素の生成
日本数学会 実函数論分科会 （2023/3/） other
[Presenter]松本敏隆、田中直樹
[Notes] 中央大学
[3]. Gradient flow theory for time-dependent energies and applications to nonlinear PDEs
日本数学会 実函数論分科会 （2022/3/） other
[Presenter]赤木 剛朗、田中直樹
[Notes] 埼玉大学
[4]. Caratheodory条件を満たす準線形作用素に支配される発展方程式に対する適切性と近似可解性について
日本数学会 実函数論分科会 （2020/9/） other
[Presenter]松本敏隆、岡裕和、田中直樹
[5]. An approximation theorem of Lax type for evolution operators of Lipschitz operators in a metric space
International Conference on Optimization: Techniques and Applications （2019/8/27） other
[Presenter]Yoshikazu Kobayashi, Naoki Tanaka
[Notes] Future University Hakodate 公立はこだて未来大学 （函館）
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[1]. 微分方程式の適切性理論ーベクトル空間の枠を超えた展開－ （ 2020/4 ～ 2024/3 ） Grant-in-Aid for Scientific Research (C) leader
[2]. 距離空間における微分方程式の適切性理論の構築－ベクトル空間の枠を超える挑戦－ （ 2016/4 ～ 2020/3 ） Grant-in-Aid for Scientific Research (C) leader
[3]. 汎関数により表現される消散構造をもつ非自励な微分方程式系に対する適切性 （ 2013/4 ～ 2016/3 ） Grant-in-Aid for Scientific Research (C) leader
[4]. 解の初期値に関する連続的依存性に着目した微分方程式系の可解性 （ 2010/4 ～ 2013/3 ） Grant-in-Aid for Scientific Research (C) leader
[5]. 解が初期値にリプシッツ連続的に依存する微分方程式系に対する適切性理論の構築 （ 2007/4 ～ 2010/3 ） Grant-in-Aid for Scientific Research (C) leader
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[1]. Abstract theory for evolution equations （2023/9)
[Association] The Mathematical Society of Japan |
[1]. 第49回発展方程式研究会 （2023/12)
[Role at conference, etc.] is leader [Site of conference, etc.] 東京理科大学 神楽坂キャンパス （東京都）
[2]. 第48回発展方程式研究会 （2022/12)
[Role at conference, etc.] is leader [Site of conference, etc.] 東京理科大学 神楽坂キャンパス （東京都）
[3]. 第47回発展方程式研究会 （2021/12)
[Role at conference, etc.] is leader [Site of conference, etc.] Zoom による開催
[4]. 第46回発展方程式研究会 （2020/12)
[Role at conference, etc.] is leader [Site of conference, etc.] Zoom による開催
[5]. 第45回発展方程式研究会 （2019/12)
[Role at conference, etc.] is leader [Site of conference, etc.] 日本女子大学目白キャンパス（東京都）
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[1]. データ駆動型ソリューション研究所 （2022/4 - 2025/3 )
[2]. 現代解析学研究所 （2021/10 - 2024/9 )
[3]. 学術雑誌等の編集(Mathematical Journal of Okayama University) （1996/4 - 2003/3 )
[Notes] 編集委員長（主査） |
Education related information
[1]. Graduate School Course(Master's) 解析学特論 （2023(FY) - second semester )
[2]. Faculty Course 数学Ⅵ（微分積分Ｃ） （2023(FY) - second semester )
[3]. Faculty Course 微分積分学Ａ （2023(FY) - first semester )
[4]. Faculty Course 微分積分学Ｃ （2023(FY) - first semester )
[5]. Faculty Course 実解析学 （2023(FY) - first semester )
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2023(FY)
Number of undergraduate students(junior students) 0
Number of undergraduate students(senior students) 3
Number of master's course students : 1
Number of doctorate course students (main advisor) : 0 Number of doctorate course students (assistant advisor) : 0
2022(FY)
Number of undergraduate students(junior students) 0
Number of undergraduate students(senior students) 5
Number of master's course students : 2
Number of doctorate course students (main advisor) : 0 Number of doctorate course students (assistant advisor) : 0
2021(FY)
Number of undergraduate students(junior students) 0
Number of undergraduate students(senior students) 3
Number of master's course students : 1
Number of doctorate course students (main advisor) : 0 Number of doctorate course students (assistant advisor) : 0
2020(FY)
Number of undergraduate students(junior students) 0
Number of undergraduate students(senior students) 5
Number of master's course students : 1
Number of doctorate course students (main advisor) : 0 Number of doctorate course students (assistant advisor) : 0
2019(FY)
Number of undergraduate students(junior students) 0
Number of undergraduate students(senior students) 4
Number of master's course students : 3
Number of doctorate course students (main advisor) : 0 Number of doctorate course students (assistant advisor) : 0
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[1]. 総合科学技術研究科理学専攻長賞 (2017/3)
[Name of organization that offered the prize] 総合科学技術研究科 |
Contributions to society
[1]. lecture meeting サイエンスカフェ in 静岡 （2023/12 - 2023/12 )
[Details] 微分方程式の適切性 –ベクトル空間の枠を超える挑戦–
[Notes] B-nest 静岡市産学交流センターペガサート6階 プレゼンテーションルーム
[2]. symposium ISE Technical Conference 2022 （2022/4 - 2022/4 )
[Details] 理学部で進める数理DS企画に係る産学連携の意義等に関するパネルディスカッションへの参加
[Notes] Zoom 開催
[3]. other 高校への理学部説明 （2019/6 - 2019/7 )
[Details] 理学部の目玉となる取り組み、及び、各学科の教育内容、研究概要、入試情報、卒業後の進路等の説明
[Notes] 掛川西高校、富士宮西高校、静岡学園
[4]. training courses 静岡県立静岡城北高等学校へ出張講義 （2018/10 )
[Details] 大学の数学（厳密さと一般化・抽象化）
[Notes] 静岡県立静岡城北高等学校
[5]. other 高校への理学部説明 （2018/7 )
[Details] 理学部の目玉となる取り組み、及び、各学科の教育内容、研究概要、入試情報、卒業後の進路等の説明
[Notes] 沼津市立沼津高校
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[1]. 科学研究費委員会専門委員 （2015/12 - 2017/11 )
[Details of activities]第1段審査
[2]. 日本数学会解析学賞委員会委員 （2012/6 - 2013/5 )
[3]. 日本数学会全国区代議員 （2012/3 - 2013/2 )
[4]. 実函数論分科会委員会 （2008/3 - 2014/2 ) |
International contributions
Others
[1]. 理学部数学科長 （2023/4 - 2024/3 )
[2]. 理学部長 （2019/4 - 2023/3 )
[3]. 学術院理学領域長 （2019/4 - 2023/3 )
[4]. 大学院総合科学技術研究科副研究科長（理学専攻長） （2019/4 - 2023/3 )
[5]. 理学部副学部長 （2017/4 - 2019/3 )
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