Quantum Statistical Mechanics Mathematical Physics

Quantum Statistical Mechanics Mathematical Physics

This category includes the aspects of statistical mechanics that are derived from the use of quantum mechanical concepts, such as Fermi-Dirac statistics.

Top: Science: Physics: Mathematical Physics: Statistical Mechanics: Quantum

See Also:

Top/Science/Physics/Quantum Mechanics

Georgia Tech University: 6107 Statistical Mechanics I - Includes information on course policies, book recommendations, lecture notes and assignments, with solutions.
Dedekind Zeta Functions and Quantum Statistical Mechanics - A paper by Paula Cohen showing a surprising relationship between the Dedekind zeta function of a number field and a C*-dynamical system. PostScript.
Derivation of Fermi-Dirac Statistics - Provides a brief technical explanation and a derivation.
Principles of Quantum Statistical Mechanics - A set of HTML lecture notes by Mark Tuckerman deducing the principles involving the use of the density operator.

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