Organization
Faculty of Education Associate Professor
Position
Associate Professor
External link
NAKADA Kento
Degree
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博士（理学） ( 2008.3 大阪大学 )
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Doctor of Science ( 2008.3 Osaka University )
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修士（理学） ( 2002.3 大阪大学 )
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Master of Science ( 2002.3 Osaka University )
Research Interests
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削除訂正符号
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Combinatorial games
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Polyhedral realization of Crystals
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d-complete poset
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Hook Formula
Research Areas
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Natural Science / Algebra / representation theoretical combinatorics
Education
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大阪大学大学院 情報科学研究科 博士後期課程 情報基礎数学専攻
2002.4 - 2008.3
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大阪大学大学院 理学研究科 博士前期課程 数学専攻
2000.4 - 2002.3
Research History
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Okayama University Graduate School of Education Associate Professor
2017.4
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Okayama University Graduate School of Education Lecturer
2012.4 - 2017.3
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Wakkanai Hokusei Gakuen College 情報メディア学部 情報メディア学科 Lecturer
2009.4 - 2012.3
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Kyoto University Research Institute for Mathematical Sciences
2008.9 - 2009.3
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大阪大学大学院 特認研究員
2008.4 - 2008.8
Professional Memberships
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日本数学会
2018.4
Committee Memberships
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日本数学会 2018年度日本数学会秋季 実行委員
2018.4 - 2018.9
Papers
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Inset games and strategies Reviewed International journal
Kento NAKADA
Séminaire Lotharingien de Combinatoire 85B ( Article #73 ) 2021.4
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Perfect binary codes capable of correcting equal multiple deletions Reviewed International journal
Kento NAKADA
2021 IEEE International Symposium on Information Theory (ISIT) 2661 - 2665 2021
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A family of perfectness of the Levenshtein codes $ L_a(n;2n) $, Invited Reviewed International journal
Kento NAKADA
2020 International Symposium on Information Theory and Its Applications (ISITA) 131 - 135 2020.10
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Order structure of shapes of predominant integral weights and cylindric Young diagrams, Invited Reviewed International journal
Kento NAKADA
Séminaire Lotharingien de Combinatoire 84B ( Article #75 ) 2020
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Polyhedral realizations of crystal bases B(λ ) for quantum algebras of nonexceptional affine types Reviewed
Kento NAKADA, Ayumu HOSHINO
Journal of Mathematical Physics 60 ( 9 ) 2019.9
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POLYHEDRAL REALIZATIONS OF CRYSTAL BASES B(lambda) FOR D-n((1)) Reviewed
A. Hoshino, K. Nakada
COMMUNICATIONS IN ALGEBRA 44 ( 5 ) 2193 - 2212 2016
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An algorithm which generates linear extensions for a non-simply-laced d-complete poset with uniform probability Reviewed
Kento NAKADA
DMTCS (Discrete Mathematics and Theoretical Computer Science) proc.AR 655 - 660 2012.7
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An algorithm which generates linear extensions for a generalized Young diagram with uniform probability Reviewed
Kento NAKADA, Shuji Okamura
DMTCS (Discrete Mathematics and Theoretical Computer Science) proc.AN 933 - 940 2010.7
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Efficient enumeration of all ladder lotteries and its application Reviewed International journal
Katsuhisa Yamanaka, Shin-ichi Nakano, Yasuko Matsui, Ryuhei Uehara, Kento Nakada
THEORETICAL COMPUTER SCIENCE 411 ( 16-18 ) 1714 - 1722 2010.3
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q-Hook formula of Gansner type for a generalized Young diagram Reviewed
Kento NAKADA
DMTCS (Discrete Mathematics and Theoretical Computer Science) proc.AK 685 - 696 2009.7
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NAKADA KENTO
RIMS Kokyuroku Bessatsu 11 ( 11 ) 179 - 195 2009.4
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Efficient enumeration of all pseudoline arrangements Reviewed
Kento NAKADA, K.Yamanaka, S.Nakano, Y.Matsui, R.Uehara
Proc. of 25th European Workshop on Computational Geometry 143 - 146 2009.3
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COLORED HOOK FORMULA FOR A GENERALIZED YOUNG DIAGRAM Reviewed
Kento Nakada
OSAKA JOURNAL OF MATHEMATICS 45 ( 4 ) 1085 - 1120 2008.12
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NAKADA KENTO
RIMS Kokyuroku Bessatsu 8 ( 8 ) 55 - 62 2008.5
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An infinite family of isospectral pairs topological aspects Reviewed
N Iiyori, T Itoh, M Iwami, K Nakada, T Masuda
QUANTUM FIELD THEORY AND NONCOMMUTATIVE GEOMETRY 662 289 - 297 2005
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Poset Structure Concerning Cylindric Diagrams Reviewed
Nakada, Kento, Suzuki, Takeshi, Toyosawa, Yoshitaka
Electron. J. Combin. 31 ( 1 ) 2024
Books
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算数科のための基礎代数---代数構造と順序構造の入門---
仲田研登（ Role： Sole author , 全体）
岡山大学出版会 2021.9
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数学教員のための確率論
仲田研登（ Role： Sole author）
岡山大学出版会 2021.9
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組合せ論的表現論の展望
仲田, 研登, 京都大学数理解析研究所
京都大学数理解析研究所 2015
MISC
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NAKADA KENTO
RIMS Kokyuroku 1913 ( 1913 ) 106 - 111 2014.8
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仲田 研登
数学セミナー 50 ( 7 ) 23 - 27 2011.7
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Nakada Kento
RIMS Kokyuroku 1722 ( 1722 ) 31 - 37 2010.12
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NAKADA KENTO
RIMS Kokyuroku 1689 ( 1689 ) 26 - 32 2010.5
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NAKADA KENTO
RIMS Kokyuroku 1687 ( 1687 ) 63 - 70 2010.5
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仲田 研登
数学セミナー 48 ( 10 ) 20 - 26 2009.10
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Efficient Enumeration of All Pseudoline Arrangements
YAMANAKA KATSUHISA, NAKANO SHIN-ICHI, MATSUI YASUKO, UEHARA RYUHEI, NAKADA KENTO
124 ( 1 ) A1 - A6 2009.5
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NAKADA KENTO, OKAMURA SHUJI
RIMS Kokyuroku 1649 ( 1649 ) 1 - 8 2009.5
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Efficient Enumeration of All Ladder Lotteries
YAMANAKA Katsuhisa, NAKANO Shin-ichi, MATSUI Yasuko, UEHARA Ryuhei, NAKADA Kento
IEICE technical report 108 ( 443 ) 17 - 23 2009.2
Presentations
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Chip-firingの停止性問題とその応用
仲田研登
広島岡山代数学セミナー 2024.3.21
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Performance Bounds for Deletion Errors in q-ary Codes Using Increasing Subsequences of Permutations Invited
Kento NAKADA
COLLOQUIUM 2023.6.16
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Maximum number of common increasing subsequences of several permutations and its application
仲田研登
広島岡山代数学セミナー 2023.3.12
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Chip-cofiringが強いpolygon propertyを満たすための条件について
檜琢磨, 仲田研登
「組合せ遷移」学生シンポジウム 2023.2.20
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いくつかの置換の共通増加部分列の最大個数について
仲田研登
第19 回組合せ論若手研究集会 2023.2.17
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Inset games and their strategies Invited
Research on finite groups, algebraic combinatorics, and vertex algebras 2022.12.7
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Poset structure concerning cylindric diagrams
2022.11.10
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Nim, Sato's game toword inset game Invited
Japanese Conference on Combinatorics and its Applications 2022 2022.8.17
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Maximum Number of Common Increasing Subsequences of several Permutations International conference
Kento NAKADA
Permutation Patterns 2022 2022.6.24
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グレイシャー対応の⼀般化について
檜 拓磨, 仲田 研登
2021年度「組合せ遷移」の学生シンポジウム 2022.3.9
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削除誤り訂正符号へのワイル群の応用
仲田研登
第18 回組合せ論若手研究集会 2022.2.17
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Inset games and strategies
Kento NAKADA
Formal Power Series and Algebraic Combinatorics 2021 2022.1.18
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Perfect binary codes capable of correcting equal multiple deletions,
2021.7.19
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A family of perfectness of the Levenshtein codes $L_a(n; 2n)$,
2020.10
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Order structure of infinite d-complete posets Invited
2020.1.17
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A certain code correcting two deletions with specified position Invited
2020.1.17
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組合せゲーム理論入門 Invited
仲田研登
実験計画法と符号および関連する組合せ構造2019 2019.11.15
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Hillmn-Grassl アルゴリズムが適用できるd-complete poset について
仲田研登
表現論小研究集会2019甲府 2019.8.18
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A certain code correcting two deletions with specified position Invited
2019.3.24
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完全削除符号の拡張について
仲田研登
広島・熊本・岡山 代数学研究集会 2019.3.14
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Levenshtein code とその一般化について
仲田研登
福井 表現論 小研究集会 2018.8.26
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\( E_6^{(1)} \) 型アフィン量子群の結晶基底の多面体表示について
仲田研登
稚内 表現論 小研究集会 2016.8.28
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古典型アフィン量子群の結晶基底の多面体表示
仲田研登
沖縄 表現論 研究小集会 2015.11.8
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\( D_n^{(1)} \) 型アフィン量子群の結晶基底の多面体表示について
仲田研登
第2回 釧路 表現論 研究小集会 2015.2.22
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一般化 Young 図形の順序構造について
仲田研登
釧路 表現論 小集会 2013.8.23
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Efficient enumeration of all ladder lotteries and its algebraic aspect,
仲田研登
情報セキュリティ基盤の数理構造と安全性解析 2012.9.6
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Rothe diagram の順序構造に関連するふたつの話題
仲田研登
組み合わせ論サマースクール2012 2012.8.30
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Kovanov-Lauda algebra and hook formula
仲田研登
北見代数群セミナー 2012.8.28
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Generalization of Young diagrams and Hook formula Invited
2012.8.9
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Uniform generation of standard tableaux for a d-complete poset and hook formula Invited
仲田研登
Forum on Probability, Statistics, Algebra and Combinatorics 2012.7.29
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Uniform generation of standard tableaux for a generalized Young diagram Invited
Kento Nakada
AMS Spring Western Section Meeting 「Special Session on Mathematical Coding Theory and its Industrial Applications」 2012.3.3
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Multiply-laced な d-complete poset の標準盤の等確率生成
仲田研登
組合せ論サマースクール2011 2011.10.7
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Multiply-laced な d-complete poset の標準盤の等確率生成
仲田研登
Diagramと組合せ論・表現論セミナー 2011.9.13
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Hook formula の拡張について
仲田研登
稚内 代数群セミナー 2011.2.21
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Uniform generation of standard tableaux of a d-complete poset Invited
仲田研登
組み合せ構造の解析と情報理論への応用 2010.8.9
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generalized Young diagram の標準盤を等確率生成するアルゴリズムについて
仲田研登
等質空間と非可換調和解析 2010.6.15
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q-Hook formula of Gansner type for a generalized Young diagram Invited
仲田研登
代数的組合せ論および関連する群と代数 2009.11.17
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d-complete posetのlinear extensionを等確率に生成するアルゴリズム
仲田研登
組合せ論サマースクール2009 2009.8.31
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An algorithm which generates standard tableaux for a shifted Young diagram with uniform probability
仲田研登
表現論と組合せ論 2009.8.26
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Efficient Enumeration of All Pseudoline Arrangements
25th European Workshop on Computational Geometry 2009.3.17
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A probabilistic algorithm which generates standard tableaux for a generalized Young diagram
2009.3.4
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d-complete posetのlinear extensionを等確率に生成するアルゴリズム
仲田研登
理論計算機科学の深化と応用(冬のLAシンポジウム) 2009.2.2
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d-complete posetのlinear extensionを一様に生成する確率アルゴリズム
仲田研登
確率論シンポジウム 2008.12.16
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Efficient Enumeration of All Ladder Lotteries
The 20th Workshop on Topological Graph Theory (TGT20) 2008.11.28
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d-complete posetのlinear extensionを一様に生成する確率アルゴリズムについて
仲田研登
次数条件と因子が支配するグラフの幾何と解析 2008.9.29
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q-Hook formula for a generalized shape
仲田研登
組合せ論サマースクール2008 2008.9.8
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Hook formula for a generalized Young diagram Invited
Combinatorics and Representation Theory 2008.9.4
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q-Hook formula for a generalized shape
仲田研登
組合せ論・離散数学ワークショップ安藤先生還暦記念 2008.7.4
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一般化されたヤング図形における colored q-hook formula について
仲田研登
第１１回代数群と量子群の表現論研究集会 2008.5.27
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Hook formulas for a generalized Young diagram
仲田研登
第１３回代数学若手研究会 2008.3.2
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q-Hook formula for a generalized Young diagram
仲田研登
組合せ論的表現論の広がり 2007.10.26
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Colored hook formula for a generalized young diagrams
仲田研登
組合せ論サマースクール2007 2007.9.5
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Colored hook formula for a generalized Young diagram
仲田研登
組合せ論的表現論とその周辺 2006.10.25
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Order structure of shapes of predominant integral weights and cylindric Young diagrams
2020.7.15
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shifted Young diagram の一般化とそのフック公式について
仲田研登
ゲーム理論と表現論 2009.8.24
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Efficient Enumeration of All Ladder Lotteries
山中克久
電子情報通信学会コンピュテーション研究会(COMP2008) 2009.3.2
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Colored Hook Formula for a Generalized Young Diagram
仲田研登
表現論とその周辺 2006.4.22
Research Projects
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Study on Insertion/Deletion by Mathematical Method of Root Systems
Grant number：18H01435 2018.04 - 2021.03
Japan Society for the Promotion of Science Grants-in-Aid for Scientific Research Grant-in-Aid for Scientific Research (B) Grant-in-Aid for Scientific Research (B)
Hagiwara Manabu
Grant amount：\15990000 （ Direct expense: \12300000 、 Indirect expense：\3690000 ）
This research is a study of insertion/deletion focusing on mathematical objects associated with root systems. The following results are obtained: (1) Research on BAD codes," which is the motivation of this study. (2) Research on decoding algorithms for BAD codes and Levenshtein codes and (3) Construction of perfect codes corresponding to root systems including types A, B, and D. (4) Application to ordered set theory, especially d-complete ordered set, as mathematical research from root systems view points. (5) Application to quantum communication, as applications of this study.
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Research on generalized cohomology of flag varieties and Schur functions and their variants
Grant number：15K04876 2015.04 - 2018.03
Japan Society for the Promotion of Science Grants-in-Aid for Scientific Research Grant-in-Aid for Scientific Research (C) Grant-in-Aid for Scientific Research (C)
Nakagawa Masaki, IKEDA Takeshi, NAKADA Kento
Grant amount：\3510000 （ Direct expense: \2700000 、 Indirect expense：\810000 ）
We studied a generalization of the Gysin formulas for the Hall-Littlewood polynomials due to Pragacz to the complex-oriented generalized cohomology theory. We introduced the universal Hall-Littlewood functions, and established the universal Gysin formulas for them. We also studied a generalization of the Darondeau-Pragacz formulas in the ordinary cohomology theory to the complex cobordism theory, and extended their formulas in the case of type A flag bundles. In the course of our study, we introduced the universal factorial Hall-Littlewood P- and Q-functions, and were able to obtain the generating functions for them as a by-product of our formulas.
Other research activities
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出前授業（60分）
2019.12 -
公開講義（岡山大学）(60分/回*2回)
2017.08 -
公開講義（岡山大学）(90分)
2013.12 -
公開講義(稚内北星学園大学)(60分/回*3回)
2009.06
Class subject in charge
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Secondary Education Mathematics Content Construction Ⅱ （2023academic year） Summer concentration - その他
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Utilization of Data Ⅰ （2023academic year） 3rd and 4th semester - 水3～4
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Computer for Mathematics Ⅰ （2023academic year） 1st semester - 金3～4
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Computer for Mathematics Ⅱ （2023academic year） Second semester - 金3～4
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Probability Theory Ⅰ （2023academic year） Third semester - 金1～2
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Probability Theory Ⅱ （2023academic year） Fourth semester - 金1～2
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Mathematics Group Theory Ⅰ （2023academic year） 1st semester - 金7～8
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Mathematics Group Theory Ⅱ （2023academic year） Second semester - 金7～8
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Introduction to Algebra II (2) （2023academic year） Second semester - 金7～8
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Math for math teachers （2023academic year） Summer concentration - その他
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Seminar in Teaching Profession Practice (Secondary school) （2023academic year） 1st-4th semester - 水7～8
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Special Studies in Idea and Problems of Academic Training B （2023academic year） 1st semester - 金1,金2
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Special Studies in Educational Science(Mathematics IA): Seminar （2023academic year） 1st semester - 火3,火4
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Special Studies in Educational Science(Mathematics IIA): Seminar （2023academic year） Second semester - 火3,火4
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Special Studies in Educational Science(Algebra IA) （2023academic year） 1st semester - 月5,月6
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Special Studies in Educational Science(Algebra IB) （2023academic year） Second semester - 月5,月6
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Special Studies in Educational Science(Algebra IIA) （2023academic year） Third semester - 月5,月6
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Special Studies in Educational Science(Algebra IIB) （2023academic year） Fourth semester - 月5,月6
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Project Research in Educational Science （2023academic year） 1st-4th semester - その他
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Elementary Mathematics (Probability) （2023academic year） Third semester - 水3～4
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Elementary Mathematics (Statistics) （2023academic year） Fourth semester - 水3～4
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Introduction to Calculus （2023academic year） Fourth semester - 木1～2
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Arithmetic Basic Content （2023academic year） 1st semester - 水3～4
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Arithmetic Basic Content （2023academic year） Second semester - 水3～4
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Arithmetic Content Teaching （2023academic year） 1st semester - 水3～4
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Special Studies in Educational Science(Special Studies in Project Based Learning （2023academic year） 1st semester - 金5,金6
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Secondary Education Mathematics Content Construction Ⅱ （2022academic year） Fourth semester - 金3,金4
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Mathematics Field Theory Ⅰ （2022academic year） 1st semester - 木5～6
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Mathematics Field Theory Ⅱ （2022academic year） Second semester - 木5～6
-
Computer for Mathematics Ⅰ （2022academic year） 1st semester - 金3～4
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Computer for Mathematics Ⅱ （2022academic year） Second semester - 金3～4
-
Mathematics Ring Theory Ⅰ （2022academic year） 1st semester - 金7,金8
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Mathematics Ring Theory Ⅱ （2022academic year） Second semester - 金7,金8
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Linear Algebra Ⅰ （2022academic year） Third semester - 金5,金6
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Linear Algebra Ⅱ （2022academic year） Fourth semester - 金5,金6
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Introduction to Algebra III (1) （2022academic year） 1st semester - 木5,木6
-
Introduction to Algebra III (2) （2022academic year） Second semester - 木5,木6
-
Introduction to Algebra I (1) （2022academic year） 1st semester - 金7,金8
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Introduction to Algebra I (2) （2022academic year） Second semester - 金7,金8
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Approaches to Education （2022academic year） 1st semester - 火1～2
-
Seminar in Teaching Profession Practice (Secondary school A) （2022academic year） 1st-4th semester - 水7,水8
-
Seminar in Teaching Profession Practice (Secondary school) （2022academic year） 1st-4th semester - 水7～8
-
Special Studies in Educational Science(Mathematics IA): Seminar （2022academic year） 1st semester - 火3,火4
-
Special Studies in Educational Science(Mathematics IIA): Seminar （2022academic year） Second semester - 火3,火4
-
Special Studies in Educational Science(Algebra IA) （2022academic year） 1st semester - 月5,月6
-
Special Studies in Educational Science(Algebra IB) （2022academic year） Second semester - 月5,月6
-
Special Studies in Educational Science(Algebra IIA) （2022academic year） Third semester - 月5,月6
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Special Studies in Educational Science(Algebra IIB) （2022academic year） Fourth semester - 月5,月6
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Project Research in Educational Science （2022academic year） 1st-4th semester - その他
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Elementary Mathematics (Probability) （2022academic year） Second semester - 火1,火2
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Elementary Mathematics (Probability) （2022academic year） Second semester - 火1,火2
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Elementary Mathematics (Probability) (1) （2022academic year） Second semester - 火1,火2
-
Elementary Mathematics (Probability) (2) （2022academic year） Summer concentration - その他
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Computer for Mathematics (1) （2022academic year） 1st semester - 金3～4
-
Computer for Mathematics (2) （2022academic year） Second semester - 金3～4
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Arithmetic Content Construction （2022academic year） Fourth semester - 水3～4
-
Linear Algebra II (1) （2022academic year） Third semester - 金5,金6
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Linear Algebra II (2) （2022academic year） Fourth semester - 金5,金6
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Special Studies in Educational Science(Special Studies in Project Based Learning （2022academic year） 1st semester - 金5,金6
-
Secondary Education Mathematics Content Construction Ⅱ （2021academic year） Fourth semester - 金3,金4
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Computer for Mathematics Ⅰ （2021academic year） 1st semester - 金3～4
-
Computer for Mathematics Ⅱ （2021academic year） Second semester - 金3～4
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Probability Theory Ⅰ （2021academic year） Third semester - 金1～2
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Probability Theory Ⅱ （2021academic year） Fourth semester - 金1～2
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Linear Algebra Introduction Ⅰ （2021academic year） 1st semester - 月7,月8
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Linear Algebra Introduction Ⅱ （2021academic year） Second semester - 月7,月8
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Mathematics Group Theory Ⅰ （2021academic year） Third semester - 木7,木8
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Mathematics Group Theory Ⅱ （2021academic year） Fourth semester - 木7,木8
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Secondary Mathematics Education Methodology Development（AdvancedⅠ） （2021academic year） Fourth semester - 月1～2
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Secondary Mathematics Education Methodology Development （AdvancedⅡ） （2021academic year） Fourth semester - 月3～4
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Secondary Mathematics Education Methodology Development B (1) （2021academic year） Fourth semester - 月1,月2
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Secondary Mathematics Education Methodology Development B (2) （2021academic year） Fourth semester - 月3,月4
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Secondary Education Mathematics Lesson Development(AdvancedⅠ) （2021academic year） Fourth semester - 月1～2
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Secondary Education Mathematics Lesson Development(AdvancedⅡ) （2021academic year） Fourth semester - 月3～4
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Introduction to Algebra II (1) （2021academic year） Third semester - 木7,木8
-
Introduction to Algebra II (2) （2021academic year） Fourth semester - 木7,木8
-
Approaches to Education （2021academic year） 1st semester - 火1～2
-
Math for math teachers （2021academic year） Summer concentration - その他
-
Seminar in Teaching Profession Practice (Secondary school A) （2021academic year） 1st-4th semester - 水7,水8
-
Special Studies in Educational Science(Mathematics IA): Seminar （2021academic year） 1st semester - 火3,火4
-
Special Studies in Educational Science(Mathematics IIA): Seminar （2021academic year） Second semester - 火3,火4
-
Special Studies in Educational Science(Algebra IA) （2021academic year） 1st semester - 月5,月6
-
Special Studies in Educational Science(Algebra IB) （2021academic year） Second semester - 月5,月6
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Special Studies in Educational Science(Algebra IIA) （2021academic year） Third semester - 月5,月6
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Special Studies in Educational Science(Algebra IIB) （2021academic year） Fourth semester - 月5,月6
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Project Research in Educational Science （2021academic year） 1st-4th semester - その他
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Elementary Mathematics (AlgebraⅠ) （2021academic year） Third semester - 火5,火6
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Elementary Mathematics (AlgebraⅡ) （2021academic year） Fourth semester - 火5,火6
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Elementary Mathematics (Algebra) (1) （2021academic year） Third semester - 火5,火6
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Elementary Mathematics (Algebra) (2) （2021academic year） Fourth semester - 火5,火6
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Computer for Mathematics (1) （2021academic year） 1st semester - 金3～4
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Computer for Mathematics (2) （2021academic year） Second semester - 金3～4
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Probability Theory (1) （2021academic year） Third semester - 金1～2
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Probability Theory (2) （2021academic year） Fourth semester - 金1～2
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Arithmetic Content Construction （2021academic year） Fourth semester - 水3～4
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Linear Algebra I (1) （2021academic year） 1st semester - 月7,月8
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Linear Algebra I (2) （2021academic year） Second semester - 月7,月8
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Special Studies in Educational Science(Special Studies in Project Based Learning （2021academic year） 1st semester - 金5,金6
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Secondary Education Mathematics Content Construction Ⅱ （2020academic year） Fourth semester - 金3,金4
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Computer for Mathematics Ⅰ （2020academic year） 1st semester - 金3,金4
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Computer for Mathematics Ⅱ （2020academic year） Second semester - 金3,金4
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Mathematics Ring Theory Ⅰ （2020academic year） 1st semester - 金7,金8
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Mathematics Ring Theory Ⅱ （2020academic year） Second semester - 金7,金8
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Linear Algebra Ⅰ （2020academic year） Third semester - 金5,金6
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Linear Algebra Ⅱ （2020academic year） Fourth semester - 金5,金6
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Secondary Mathematics Education Methodology Development B (1) （2020academic year） Fourth semester - 月1,月2
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Secondary Mathematics Education Methodology Development B (2) （2020academic year） Fourth semester - 月3,月4
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Introduction to Algebra III (1) （2020academic year） 1st semester - 木5,木6
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Introduction to Algebra III (2) （2020academic year） Second semester - 木5,木6
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Introduction to Algebra I (1) （2020academic year） 1st semester - 金7,金8
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Introduction to Algebra I (2) （2020academic year） Second semester - 金7,金8
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Approaches to Education （2020academic year） 1st semester - 火1,火2
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Seminar in Teaching Profession Practice (Secondary school A) （2020academic year） 1st-4th semester - 水7,水8
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Special Studies in Educational Science(Mathematics IA): Seminar （2020academic year） 1st semester - 火3,火4
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Special Studies in Educational Science(Mathematics IIA): Seminar （2020academic year） Second semester - 火3,火4
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Special Studies in Educational Science(Algebra IA) （2020academic year） 1st semester - 月5,月6
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Special Studies in Educational Science(Algebra IB) （2020academic year） Second semester - 月5,月6
-
Special Studies in Educational Science(Algebra IIA) （2020academic year） Third semester - 月5,月6
-
Special Studies in Educational Science(Algebra IIB) （2020academic year） Fourth semester - 月5,月6
-
Project Research in Educational Science （2020academic year） 1st-4th semester - その他
-
Elementary Mathematics (Probability) （2020academic year） Second semester - 火1,火2
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Elementary Mathematics (Probability) （2020academic year） Second semester - 火1,火2
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Elementary Mathematics (Probability) (1) （2020academic year） Second semester - 火1,火2
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Elementary Mathematics (Probability) (2) （2020academic year） Summer concentration - その他
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Computer for Mathematics （2020academic year） 1st and 2nd semester - 金3,金4
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Computer for Mathematics (1) （2020academic year） 1st semester - 金3,金4
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Computer for Mathematics (2) （2020academic year） Second semester - 金3,金4
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Linear Algebra II (1) （2020academic year） Third semester - 金5,金6
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Linear Algebra II (2) （2020academic year） Fourth semester - 金5,金6
Social Activities
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rimse主催「算数数学の自由研究」高校部門 中四国ブロック審査委員
Role(s)：Organizing member
rimse 2013.9
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rimse主催「算数数学の自由研究」中学校部門 中四国ブロック審査委員
Role(s)：Organizing member
rimse 2013.9
Academic Activities
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日本数学会 2018年度日本数学会秋季 実行委員
Role(s)：Planning, management, etc.
日本数学会 2018.4 - 2018.9
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AECO(Algebraic and Enumerative Combinatorics in Okayama)
Role(s)：Planning, management, etc.
2018.2.19 - 2018.2.23
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研究集会「第5回暗号及び情報セキュリティと数学の相関ワークショップ」
Role(s)：Planning, management, etc.
仲田研登 2013.12.26
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研究集会「組合せ論的表現論の展望」
Role(s)：Planning, management, etc.
京都大学数理解析研究所 2013.10.8 - 2013.10.11
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研究集会「第4回暗号及び情報セキュリティと数学の相関ワークショップ」
Role(s)：Planning, management, etc.
仲田研登 2012.12.26
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研究集会「情報セキュリティ基盤の数理構造と安全性解析」
Role(s)：Planning, management, etc.
仲田研登 2012.9.3 - 2012.9.7
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研究集会「台3回暗号及び情報セキュリティと数学の相関ワークショップ」
Role(s)：Planning, management, etc.
仲田研登 2011.12.21
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研究集会「組合せ論サマースクール2011」
Role(s)：Planning, management, etc.
2011.10.4 - 2011.10.7
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研究集会「稚内 代数群セミナー」
Role(s)：Planning, management, etc.
仲田研登 2011.2.20 - 2011.2.21
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研究集会「暗号及び情報セキュリティと数学の相関ワークショップ」
Role(s)：Planning, management, etc.
仲田研登 2010.2.24
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研究集会「組合せ論様スクール2009」
Role(s)：Planning, management, etc.
仲田研登 2009.8.31 - 2009.9.3
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研究集会「ゲーム理論と組合せ論」
Role(s)：Planning, management, etc.
仲田研登 2009.8.24