Yasushi Ikeda

Articles (peer-reviewed)

• Second-order quantum argument shifts in Ugld, Yasushi Ikeda
• Quantum derivation and Mishchenko-Fomenko construction, Yasushi Ikeda
• The argument shift method in universal enveloping algebra Ugld, Yasushi Ikeda and Georgy Sharygin
• Квазидифференциальный оператор и квантовый метод сдвига инвариантов, Yasushi Ikeda
• Quasidifferential operator and quantum argument shift method, Yasushi Ikeda

Articles

• Quantum analog of Mishchenko-Fomenko theorem for Ugld, Yasushi Ikeda
• On the quantum argument shift method, Yasushi Ikeda, Alexander Molev, and Georgy Sharygin

Mathematical Documents

• Lie Theory
• Tensor Products
• Tomita's Theorem
• Functional Analysis
• Real Analysis
• Differential Equations

Conferences

• Quantum analog of Mishchenko-Fomenko theorem for Ugld (with Georgy Sharygin), March 13, 2024, Noncommutative Integrable Systems
• Quantum analog of Mishchenko-Fomenko theorem for Ugld, March 4, 2024, The 20th Mathematics Conference for Young Researchers
• Quantum derivation and Mishchenko-Fomenko construction, September 28, 2023, Fourth International Conference on Integrable Systems and Nonlinear Dynamics
• Quantum derivation and Mishchenko-Fomenko construction, July 28, 2023, XII. International Symposium on Quantum Theory and Symmetries
• Quantum derivation and Mishchenko-Fomenko construction, July 6, 2023, XL Workshop on Geometric Methods in Physics
• Commutativity of second-order quasiderivations in general linear Lie algebras, April 19, 2023, Lomonosov 2023
• Quasi-differentiation of central elements of the universal enveloping algebra Ugln, Octber 7, 2021, Third International Conference on Integrable Systems and Nonlinear Dynamics

Seminars

• Second order quantum argument shifts in general linear Lie algebras, December 5, 2023
• Commutativity of the second order quasi-derivatives of the central elements of Ugln, September 27, 2022
• Операторы квазидифференцирования на Ugln и метод сдвига аргумента (with Georgy Sharygin), September 29, 2021
• Quasi-differentiation of central elements of the universal enveloping algebra Ugln, June 12, 2021
• A new method producing argument shift algebra for small dimension (with Georgy Sharygin), April 29, 2021