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| Name | M.Bershtein - Cluster Integrable Systems - I |
| Video Uploader | Video From Irregular Singularities and Quantum Field Theory |
| Upload Date | This Video Uploaded At 03-07-2024 03:13:26 |
| Video Discription | Trainer: Mikhail Bershtein Title: Cluster integrable systems Abstract: Cluster integrable systems form a relatively new, interesting, and important class of integrable systems. One of their basic features is that they are multiplicative (in more physical words relativistic). Another important feature is the natural constructions of discrete flows and quantization. Perhaps the most important application is the (conjectural) structure of cluster integrable system on the Coulomb branches of 4d supersymmetric theories. A preliminary plan of the course (aka list of keywords): open Toda system, the definition of cluster varieties, cells in Poisson-Lie group, closed Toda system, spectral curves, dimer models, quantization of cluster varieties, quantum Toda systems. The course will be based on the works of Fock, Goncharov, Marshakov, Kenyon, Schrader, Shapiro. OB1te5BE_II |
| Category | Science & Technology |
| Tags | Science & Technology Download MP4 | Science & Technology Download MP3 | Science & Technology Download MP4 360p | Science & Technology Download MP4 480p | Science & Technology Download MP4 720p | Science & Technology Download MP4 1080p |
