Physics 715 Spring 2022 Reference Page
|Typically Offered||Fall; Spring|
Statistical foundations, Liouville's theorem, ensembles, classical and quantum distribution functions, entropy and temperature, connection with thermodynamics, partition functions, quantum gases, non-ideal gases, phase transitions and critical phenomena, non-equilibrium problems, Boltzmann equation and the H-theorem, transport properties, connections with quantum field theory, applications of statistical mechanics to selected problems.
Prerequisites: Graduate/professional standing
|001||Maxim Vavilov||MWF 08:50 am - 09:40 am||2223 Chamberlin|
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