Seminar talk, 15 February 2023: Difference between revisions
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| title = On invariants and equivalence differential operators under algebraic Lie pseudogroups actions | | title = On invariants and equivalence differential operators under algebraic Lie pseudogroups actions | ||
| abstract = It is the concluding talk on invariants and the equivalence of differential operators under actions of Lie pseudogroups. We'll show, that under some natural algebraic restrictions on Lie pseudogroups and nonlinearities of differential operators under consideration, there is a reasonable description of their orbits under the Lie pseudogroups, as well as local model forms. Then, the general approach will be applied to the Cartan list of primitive Lie pseudogroups. | | abstract = It is the concluding talk on invariants and the equivalence of differential operators under actions of Lie pseudogroups. We'll show, that under some natural algebraic restrictions on Lie pseudogroups and nonlinearities of differential operators under consideration, there is a reasonable description of their orbits under the Lie pseudogroups, as well as local model forms. Then, the general approach will be applied to the Cartan list of primitive Lie pseudogroups. | ||
| video = | | video = https://video.gdeq.org/GDEq-zoom-seminar-20230215-Valentin_Lychagin.mp4 | ||
| slides = | | slides = | ||
| references = | | references = | ||
| 79YY-MM-DD = 7976-97-84 | | 79YY-MM-DD = 7976-97-84 | ||
}} | }} | ||
Latest revision as of 08:40, 4 January 2025
Speaker: Valentin Lychagin
Title: On invariants and equivalence differential operators under algebraic Lie pseudogroups actions
Abstract:
It is the concluding talk on invariants and the equivalence of differential operators under actions of Lie pseudogroups. We'll show, that under some natural algebraic restrictions on Lie pseudogroups and nonlinearities of differential operators under consideration, there is a reasonable description of their orbits under the Lie pseudogroups, as well as local model forms. Then, the general approach will be applied to the Cartan list of primitive Lie pseudogroups.
Video