Талалаев Д.В. - Algebraic Structures in Integrable Systems - 24. R-Matrices: Exercises. Stachel Sys.
Талалаев Д.В. - Algebraic Structures in Integrable Systems - 24. R-Matrices: Exercises. Stachel Sys.
R-Matrix Structures Related With the Full Symmetric Toda System: Exercises. Stachel System Талалаев Дмитрий Валерьевич 00:16 Lemma (Canonical Transformation for the sl₂ - Gaudin Model) - Continuation of the Proof 04:03 Homework: Problem 1 (Prove That the Operator R = P₊ - P₋ Satisfies the Nijenhuis Conditions) 13:41 Homework: Problem 2 ( {Lⁿ⊗Lⁿ} = [r₁, L₁ⁿ] + [r₂, L₂ⁿ]. Find Explicitly r₁, r₂ in the Case of a Full Symmetric Toda System) 46:38 Stachel System Ссылка на плейлист Teach-In: https://teach-in.ru/course/algebraic-structures-in-integrable-systems Ссылка на плейлист YouTube: https://www.youtube.com/playlist?list=PLcsjsqLLSfNC7GTTCsKar-GSTZkkN22oA Ссылка на плейлист VK: https://vkvideo.ru/playlist/-176441665_824 Ссылка на плейлист RuTube: https://rutube.ru/plst/1213198 #teach_in #мгу #msu #итмф #itmp #лекции #lectures #Талалаев #Talalaev #algebraic_structures #integrable_systems #open_Toda_chain #Lax_operator #full_symmetric_Toda_system #r_matrix_Poisson_structures #Nijenhuis_conditions #Gaudin_model #Stachel_system