Author Details

Ignat’ev, Yu. G.

Issue Section Title File
Vol 59, No 1 (2016) Elementary Particle Physics and Field Theory Relativistic Kinetic Theory of Statistical Systems with Conformally Invariant Interparticle Scalar Interaction
Vol 60, No 1 (2017) Elementary Particle Physics and Field Theory Cosmological Evolution of the Boltzmann Plasma with Phantom Scalar Interparticle Interaction. II. Multicomponent System Without Charge Symmetry
Vol 60, No 7 (2017) Article Averaging of the Equations of the Standard Cosmological Model over Rapid Oscillations
Vol 61, No 4 (2018) Article Averaging of the Equations of the Standard Cosmological Model over Rapid Oscillations: Influence of the Cosmological Term on the Mean Value of the Effective Barotropic Coefficient
Vol 61, No 6 (2018) Elementary Particle Physics and Field Theory Qualitative and Numerical Analysis of a Cosmological Model Based on an Asymmetric Scalar Doublet with Minimal Couplings. I. Qualitative Analysis of the Model
Vol 61, No 9 (2019) Elementary Particle Physics and Field Theory Qualitative and Numerical Analysis of a Cosmological Model Based on an Asymmetric Scalar Doublet with Minimal Couplings. II. Numerical Modeling of Phase Trajectories
Vol 61, No 10 (2019) Article Dynamics of Cosmological Models with Nonlinear Classical Phantom Scalar Fields. I. Formulation of the Mathematical Model
Vol 61, No 11 (2019) Article Dynamics of Cosmological Models with Nonlinear Classical and Phantom Scalar Fields. II. Qualitative Analysis and Numerical Modeling
Vol 62, No 2 (2019) Article Qualitative and Numerical Analysis of a Cosmological Model Based on an Asymmetric Scalar Doublet with Minimal Connections. III. Multiply-Connected Factor and Character of the Singular Points
Vol 62, No 3 (2019) Article Qualitative and Numerical Analysis of a Cosmological Model Based on an Asymmetric Scalar Doublet with Minimal Connections. IV. Numerical Modeling and Types of Behavior of the Model
Vol 62, No 4 (2019) Article On Euclidean Limit Cycles in Cosmological Models Based on Scalar Fields
Vol 62, No 5 (2019) Article Energy-Based Approach to Euclidean Cycles in Cosmological Models Based on Scalar Fields