Collisionless self-gravitating statistical systems of scalar interacting particles

Abstract

This paper is devoted to consideration of the theory of collisionless statistical systems with interparticle scalar interaction. The mathematical model of such systems is constructed and the exact solution of Vlasov equation for isotropic homogenous model of the Universe is found. Asymptotic solutions of self-consistent Vlasov - Einstein model for conformally invariant scalar interactions are found.

10 pages, 10 references

References in corpus (4)

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• Nonminimal Macroscopic Models of a Scalar Field Based on Microscopic Dynamics. I. Extension of the Theory for Negative Masses
• Establishment of thermodynamic equilibrium in cosmological model with an arbitrary acceleration
• The Statistical Model with Interpartial Scalar Conformally Invariant Interaction