Titlebook: Classical Systems in Quantum Mechanics; Pavel Bóna Book 2020 Springer Nature Switzerland AG 2020 Transition from quantum to classical.Symp

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S. R. Gupta,J. C. Dagar,R. Jangra,Asha GaurA description of differential geometrical structure of the quantum pure-states space, the projective Hilbert space, is provided. It is shown that this space is endowed with a natural symplectic structure which allows us to reformulate quantum mechanics in classical mechanical language as a classical field theory.

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Geometry of the State Space of Quantum Mechanics,A description of differential geometrical structure of the quantum pure-states space, the projective Hilbert space, is provided. It is shown that this space is endowed with a natural symplectic structure which allows us to reformulate quantum mechanics in classical mechanical language as a classical field theory.

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https://doi.org/10.1007/978-3-030-45070-0Transition from quantum to classical; Symplectic geometry on P(H); Macroscopic systems in quantum mech

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978-3-030-45072-4Springer Nature Switzerland AG 2020

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Delia Teresa Sponza,Nefise Erdin?merroscopic (classical) evolution. It is clear that such an unusual determination of microscopic dynamics is possible for a very special type of interactions only, and it might be highly equivocal. It is shown here that this is the case for a wide class of ..

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