Tomographic Representation of Quantum Mechanics and Statistical Physics
Olga V. Man'ko
TL;DR
This paper reviews tomographic methods in quantum mechanics and statistical physics, illustrating how star-product quantization and classical statistical mechanics can be represented through photon-number and symplectic tomography.
Contribution
It provides a comprehensive overview of tomographic representations, connecting quantum and classical frameworks via star-product quantization techniques.
Findings
Photon-number tomography exemplifies star-product quantization.
Symplectic tomography bridges quantum and classical statistical mechanics.
Tomographic methods offer unified representations of physical systems.
Abstract
A review of the photon-number tomography and symplectic tomography as examples of star-product quantization is presented. The classical statistical mechanics is considered within the framework of the tomographic representation.
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