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ONE-PARTICLE DISTRIBUTION FUNCTIONS AND THERMODYNAMICS OF CRYSTALS WITH MANY-BODY FORCES .3.ONE-PARTICLE DISTRIBUTION FUNCTIONS AND THERMODYNAMICS OF CRYSTALS WITH MANY-BODY FORCES .3.

Form Factor of the Relativistic Two-particle System in the Relativistic Quasipotential Approach: The Case of Arbitrary Masses and Vector CurrentA new relativistic form factor for a bound two-particle system was obtained for the case of a

Theory of spin diffusion in liquid-phase polymer systems-Mori projection operators using the superpositional approximation to decouple the many-particle correlation

Thermodynamics of an interacting fermi system in the static fluctuation approximation 1 of the desired correlation functions and basic thermodynamic parameters of the many-body system. The basic

Specific features of particle scattering and excitation of quasilocal states by a stationary flux in a two-level systemFor a simple model it is demonstrated that the Fano or conventional resonance occurs in systems

On Trajectories of Dynamic Systems Lying on Hypersurfaces of Linear SystemsAbstract—Lagutinskii’s theory of integration of dynamic systems is reformulated for arbitrary

On the theory of collective motion in a system of interacting particles. These variables are used to write a Hamiltonian describing collective motions in a classical system of interacting

Effect of the pH of emulsion on ultrafiltration of oil products and nonionic surfactants.1 to 2.9 and from 2.2 to 2.5, respectively. After ultrafiltration, the size of particles in the filtrate

An Improved Multi-Objective Bpso-Based Method for Radial Distribution Networks Reconfiguration reconfiguration. In this regard PSO algorithm has extensively been used in many of the previous literatures

A macroscopic system of Einstein-Maxwell equations for a system of interacting particles with different massesA macroscopic system of Einstein-Maxwell equations for systems of particles with different masses

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