Wigner functions, Fresnel optics, and symplectic connections on phase space

Physics – Mathematical Physics

Scientific paper

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Scientific paper

10.1142/S0219887808003089

We prove that Wigner functions contain a symplectic connection. The latter
covariantises the symplectic exterior derivative on phase space. We analyse the
role played by this connection and introduce the notion of local symplectic
covariance of quantum-mechanical states. This latter symmetry is at work in the
Schroedinger equation on phase space.

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