Seminar talk, 24 February 2021: Difference between revisions
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| title = Non-Abelian generalizations of integrable PDEs and ODEs | | title = Non-Abelian generalizations of integrable PDEs and ODEs | ||
| abstract = A general procedure for nonabelinization of given integrable polynomial differential equation is described. We consider NLS type equations as an example. We also find nonabelinizations of the Euler top and of the Painleve-2 equation. | | abstract = A general procedure for nonabelinization of given integrable polynomial differential equation is described. We consider NLS type equations as an example. We also find nonabelinizations of the Euler top and of the Painleve-2 equation. | ||
Although the talk will be in Russian, the slides will be in English and the discussion will be in both languages. | |||
| video = | | video = | ||
| slides = | | slides = | ||
Revision as of 14:12, 13 February 2021
Speaker: Vladimir Sokolov
Title: Non-Abelian generalizations of integrable PDEs and ODEs
Abstract:
A general procedure for nonabelinization of given integrable polynomial differential equation is described. We consider NLS type equations as an example. We also find nonabelinizations of the Euler top and of the Painleve-2 equation.
Although the talk will be in Russian, the slides will be in English and the discussion will be in both languages.