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Self-consistent approach to the description of relaxation processes in classical multiparticle systems theoretical tool in describing relaxation processes in multiparticle systems because, on one hand, correlation
Diagram representation for the operator approach of one-step processes stochastization to unify getting master equation for the system under study. Copyright © 2016 for the individual papers
On the Construction of a Variational Principle for a Certain Class of Differential-Difference Operator Equations principles for a given first-order differential-difference operator equation with a special form
Research of the solvability of boundary problems for operator-differential equations of mixed type: abstract of dissertation for the degree of the candidate of physical and mathematical sciences: 01.01.02 - differential equations, dynamical systems, andoptimal controlResearch of the solvability of boundary problems for operator-differential equations of mixed type
Research of the solvability of boundary problems for operator-differential equations of mixed type: abstract of dissertation for the degree of the candidate of physical and mathematical sciences: 01.01.02 - differential equations, dynamical systems, andoptimal controlResearch of the solvability of boundary problems for operator-differential equations of mixed type
The structure of the kinetic equation for time correlation functionsThe general kinetic equation for time correlation functions of statistical systems is constructed
Time Symmetry Preserving Perturbations of Differential SystemsWe derive an equation for perturbations of differential systems preserving the shift operator along
An operator equation with the second time derivative and Hamiltonian-admissible equationsAn operator equation with the second time derivative is represented in the form of a
Constructing symmetries and finding a first integral of a system of partial differential-difference equationsWe obtain necessary and sufficient conditions for a system of partial differential
On the Solvability of Nonlinear Parabolic Functional-Differential Equations with Shifts in the Spatial VariablesThe first mixed boundary value problem for a nonlinear functional-differential equation
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