節夫 三沢
Disorder variables and para-fermions in two-dimensional statistical mechanics
Eduardo Fradkin, Leo P. Kadanoff
Symmetries and statistical behavior in fermion systems
J.B. French, Jerry Paul Draayer
Quantum Statistical Mechanics: Selected Works Of N N Bogolubov
Nikolay N. Bogolubov
On the Theory of Superfluidity Quasi-Averages in Problems of Statistical Mechanics Hydrodynamics Equations in Statistical Mechanics On the Hydrodynamics of a Superfluid Liquid On the Model Hamiltonian of Superconductivity Model Hamiltonians with Fermion Interaction
SYMMETRIES AND STATISTICAL BEHAVIOR IN FERMION SYSTEMS
J. B. French, J. P. Draayer
Perturbations of Gibbs States. I. Grand Canonical Formalism for Self-Interacting Fermion Systems
D. A. Uhlenbrock
The perturbation series for the statistical operators of quantum statistical mechanics developed earlier is applied to provide a perturbation theory for the grand canonical Gibbs states of a self-interacting fermion system. Explicit formulas for an interaction Hamiltonian which is a polynomial in creation-annihilation operators are provided.
Quantum mechanics for fermions