Born-Jordan Quantization

Born-Jordan Quantization

Theory and Applications

de Gosson, Maurice A.

Springer International Publishing AG

03/2018

226

Mole

Inglês

9783319802367

15 a 20 dias

454

Descrição não disponível.
Born-Jordan Quantization: Physical Motivation: On the Quantization Problem.- Quantization of Monomials.- Basic Hamiltonian Mechanics.- Wave Mechanics and the Schroedinger Equation.- Mathematical Aspects of Born-Jordan Quantization: The Weyl Correspondence.- The Cohen Class.- Born-Jordan Quantization.- Shubin's Pseudo-Differential Calculus.- Born-Jordan Pseudo-Differential Operators.- Weak Values and the Reconstruction Problem.- Some Advanced Topics: Metaplectic Operators.- Symplectic Covariance Properties.- Symbol Classes and Function Spaces.
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Grossmann-Royer operator;Heisenberg-Weyl operator;Phase-space representation of quantum mechanics;Quantization schemes;Shubin prescription;Symmetry properties of quantum systems;Theory of pseudodifferential operators;?Born-?Jordan-?Wigner transform?