Воронов Ф.Ф. - Introduction to Supergeometry - 13. Pseudodifferential Forms. Multivector Fields

Pseudodifferential Forms. Multivector Fields. Integral Forms 00:16 Recap (Pseudodifferential Forms) 12:03 Remark (Q-Manifold) 21:36 Integration of Pseudodifferential Forms 41:20 Multivector Fields 59:10 Theorem-Definition (Schouten Bracket) 01:13:13 Explicit Formula 01:16:20 Theorem (Leibniz Rule for ⟦P,–⟧ w.r.t. ⟦Q,R⟧) 01:20:00 Theorem (Divergence of Multivector Fields) 01:22:37 Explicit Formula. Batalin–Vilkovisky Operator 01:24:23 Integral Forms Ссылка на плейлист Teach-In: https://teach-in.ru/course/introduction-to-supergeometry-lectures Ссылка на плейлист YouTube: https://www.youtube.com/playlist?list=PLcsjsqLLSfNDq0SdyvUoFME-Oen35-cS7 Ссылка на плейлист VK: https://vkvideo.ru/playlist/-176441665_787 Ссылка на плейлист RuTube: https://rutube.ru/plst/1053573 #Voronov #MSU #LMSU #ITMP #Воронов #ИТМФ #МГУ #pseudodifferential_forms #multivector_fields #integral_forms #schouten_brackets #divergence

Видео Воронов Ф.Ф. - Introduction to Supergeometry - 13. Pseudodifferential Forms. Multivector Fields автора Teach-In