|XXXIX Workshop on Geometric Methods in Physics||27.06-3.07.2021|
|IX School on Geometry and Physics||21-25.06.2021|
Cohomology of algebraic structures and integrability of Hamiltonian equations
I will explain an operadic approach to cohomoly theory, which allows one to develop cohomolgy for Poisson vertex algebras and vertex algebras. This is applied to the proof of integrability for classical and quantum Hamiltonian PDE.
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