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Statistical systems with phantom scalar interaction in gravitation theory. I. Microscopic dynamics of the scalar interaction, we develop a macroscopic model of a relativistic plasma with a phantom scalar
Interactivity in teaching a foreign languageThis paper deals with the analysis of interactive methods of teaching a foreign language
Dynamical system approach of interacting dark energy models in f(R, Tϕ) gravityWe have examined an isotropic and homogeneous cosmological model in f(R, Tϕ) gravity, where R
Information technology as an educational process modeling tool in university economic environmentA training model for students of various specialties in the Peoples Friendship University of Russia
Construction and analysis of nondeterministic models of population dynamics of species and for the model which takes into account mutual interaction between the species
Modern Approaches to Mathematical Modeling of the Process of Direct Pressing of TabletsThe Heckel and Kawakita equations are the most common mathematical models used in modern studies
Cosmological evolution of plasma with scalar interparticle interaction. I. Canonical formulation of classical scalar interaction based on the Hamilton formalism, and a model with zero particle mass is considered. Linear integrals
A structural-functional model of physical training control of ski-racersThe article substantiates the development of a structural-functional model of physical training
On a Mathematical Model of Tumor-Immune Interaction with a Piecewise Differential and Integral Operator-immune interaction exhibited a cross-over behavior, and this behavior is exposed by the piecewise modeling approach
Collisionless self-gravitating statistical systems of scalarly interacting particles with interparticle scalar interaction. A mathematical model of such systems is constructed, and an exact solution
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