Lecture 13. Pseudodifferential Forms. Multivector Fields. Integral Forms

  1. 00:16Recap (Pseudodifferential Forms)
  2. 12:03Remark (Q-Manifold)
  3. 21:36Integration of Pseudodifferential Forms
  4. 41:20Multivector Fields
  5. 59:10Theorem-Definition (Schouten Bracket)
  6. 01:13:13Explicit Formula
  7. 01:16:20Theorem (Leibniz Rule for ⟦P,–⟧ w.r.t. ⟦Q,R⟧)
  8. 01:20:00Theorem (Divergence of Multivector Fields)
  9. 01:22:37Explicit Formula. Batalin–Vilkovisky Operator
  10. 01:24:23Integral Forms