ON THE STATISTICAL-THEORY OF POINT-DEFECTS IN PURE-CRYSTALS WITH STRONG ANHARMONICITYON THE
STATISTICAL-THEORY OF POINT-DEFECTS IN PURE-CRYSTALS WITH STRONG ANHARMONICITY
Investigation of the statistical properties of a dynamic system generated by number-theoretic endomorphisms of mathematical methods and concepts, in particular, an ergodic
theory that studies
statistical properties
On non-singular solutions in multidimensional cosmology of a one-component perfect
fluid. The pressures in all spaces are proportional to the density: pi = wiρ
Effect of negative masses in the statistical theory of multiple creationThe general
statistical method of the microcanonical ensemble is used to calculate the
statistical Symmetry properties of a charged fluid in the general theory of relativityThe problem of specifying the symmetry properties of a charged
fluid in space-time V4, which has a
Perfect fluid dynamics with observational constraint in the framework of f(T) gravity the energy–momentum tensor for a perfect
fluid to solve the corresponding field equations. We derive key
Проявление гравитационного фазового перехода
в жидком статическом шареIt is shown that at the center of gravitating
fluid ball there is the phase transition of second