Concurrent Post
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Faculty of Science and Engineering Graduate School of Fundamental Science and Engineering
Details of a Researcher
Updated on 2022/05/25
Faculty of Science and Engineering Graduate School of Fundamental Science and Engineering
理工学術院総合研究所 兼任研究員
東北大学大学院 理学研究科 数学専攻 博士課程後期3年の課程
Tohoku University Graduate School, Division of Natural Science
東北大学大学院 理学研究科 数学専攻 博士課程前期2年の課程
Tohoku University Faculty of Science Department of Physics
Tohoku University Faculty of Science
(BLANK)
(BLANK)
Okayama University of Science Faculty of Science, Department of Applied Mathematics
日本数学会
Algebra
combinatorics
integrable systems
representation theory
algebraic geometry
FACTORIAL P- AND Q-SCHUR FUNCTIONS REPRESENT EQUIVARIANT QUANTUM SCHUBERT CLASSES
Takeshi Ikeda, Leonardo C. Mihalcea, Hiroshi Naruse
OSAKA JOURNAL OF MATHEMATICS 53 ( 3 ) 591 - 619 2016.07 [Refereed]
Pieri rule for the factorial $P$-functions
Takeshi Ikeda, Soojin Cho
European Mathematical Society Publishing House 25 - 48 2016 [Refereed]
Lectures on Enumerative Geometry
IKEDA Takeshi( Part: Sole author)
University of Tokyo Press 2018.08
Similarity reduction of the modified Yajima-Oikawa equationt
J. Phys. A 36, no. 45, 11465--11480- 36, no. 45, 11465--11480 2003
Hierarchy of (2+1)-dimentional nonlinear Shr\"odinger equation, self-dual Yang-Mills equations, and toroidal Lie algebras∫
Annales Henri Poincar\'e 3(5), 817-845 2002
Polynomial $\tau$-functions of the NLS-Toda hierarchy and the Virasoro singular vectorsˇ
Letters in Mathematical Physics› 60, 147-156 2002
Hierarchy of (2+1)-diveuriral nonlinear Shroudinger equator, self-dual Yang-Mills equations, and toroidal Lie algebras
Annales Henri Poincare 3(5), 817-845 2002
Polynomial τ-function of the NLS-Toda hierarchy and the Virasoro singular vectors
Letters in Mathematical Physics 60, 147-156 2002
Toroidal Lie algebra and Bogoyaulenshy's 2+1 dimensional equations
International Mathematics Research Notices ( 7 ) 2001
Coset constructions of conformal blocks
T Ikeda
INTERNATIONAL JOURNAL OF MODERN PHYSICS B 11 ( 19 ) 2311 - 2332 1997.07
可積系と関連する代数の表現の研究
Integrable systems, Combinatonics, and Rebresentation theory
Seminar on Special Varieties D
Graduate School of Fundamental Science and Engineering
2022 fall semester
Seminar on Special Varieties C
Graduate School of Fundamental Science and Engineering
2022 spring semester
Seminar on Special Varieties B
Graduate School of Fundamental Science and Engineering
2022 fall semester
Seminar on Special Varieties A
Graduate School of Fundamental Science and Engineering
2022 spring semester
Master's Thesis (Department of Pure and Applied Mathematics)
Graduate School of Fundamental Science and Engineering
2022 full year
Master's Thesis (Department of Pure and Applied Mathematics)
Graduate School of Fundamental Science and Engineering
2022 full year
Seminar on Special Varieties D
Graduate School of Fundamental Science and Engineering
2022 fall semester
Seminar on Special Varieties C
Graduate School of Fundamental Science and Engineering
2022 spring semester
Seminar on Special Varieties B
Graduate School of Fundamental Science and Engineering
2022 fall semester
Seminar on Special Varieties A
Graduate School of Fundamental Science and Engineering
2022 spring semester
Seminar in Mathematics A [S Grade]
School of Fundamental Science and Engineering
2022 spring semester
Perspectives in Mathematical Sciences [S Grade]
School of Fundamental Science and Engineering
2022 spring semester
Perspectives in Mathematical Sciences
School of Fundamental Science and Engineering
2022 spring semester
Seminar in Applied Mathematics B [S Grade]
School of Fundamental Science and Engineering
2022 fall semester
Seminar in Applied Mathematics A [S Grade]
School of Fundamental Science and Engineering
2022 spring semester
Advanced Topic in Modern Mathematical Sciences 1
School of Fundamental Science and Engineering
2022 fall quarter
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