Poisson brackets of even symplectic forms on the algebra of differential forms
classification
🧮 math-ph
math.DGmath.MP
keywords
formsalgebrabracketdifferentialevenpoissonsymplecticbrackets
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Given a symplectic form and a pseudo-riemannian metric on a manifold, a non degenerate even Poisson bracket on the algebra of differential forms is defined and its properties are studied. A comparison with the Koszul-Schouten bracket is established.
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