Quantum Statistical Mechanics in Classical Phase Space: A Unified Approach
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Provides a unified approach to quantum statistical mechanics in classical phase space. Develops a new formalism for quantum statistical mechanics based on the Wigner function. Applies the formalism to a wide range of physical systems, including ideal gases, harmonic oscillators, and spins. Shows how the formalism can be used to derive the thermodynamic properties of these systems. * Provides a new perspective on the foundations of quantum statistical mechanics
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