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Reduced Distribution Functions
Equilibrium Ensembles and Thermodynamics
24 other sections not shown
approximation assume average BBGKY hierarchy behavior Boltzmann equation calculation Chapter classical clearly collision components consider constant contribution correlation function correlation patterns corresponding critical exponents critical point defined density depends derived described diagrams discussed distribution vector dynamical function eigenvalues entropy equilibrium ergodic evaluated evolution expansion expressed factor fermion finite fluid formula free energy graphs Hamiltonian hard spheres Hence homogeneous hydrodynamic important initial condition integral intensive quantities interactions introduce Ising model kinetic equation linear Liouville equation Liouvillian macroscopic matrix elements molecules motion nonequilibrium number of particles obtain one-particle operator pair distribution parameter partition function phase space Phys physical plasma potential problem properties quantities quantum mechanics reduced distribution functions relation representation result right-hand side Section simple solution statistical mechanics symmetric temperature theorem theory thermodynamic limit tion trajectory transformation transport coefficients vacuum variables velocity virial virial coefficient Vlassov zero