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Numerical solution of constrained mechanical system motions equations and inverse problems of dynamicsSummary: "In this paper the method of design of kinematical and dynamical equations of mechanical
On equations of the kinematics and dynamics of constrained mechanical systemsSummary (translated from the Russian): "We present a method for constructing equations
Descent method for monotone mixed variational inequalities the gap function approach for the perturbed uniformly monotone variational inequalities. Then we propose a
Asymptotic solution of Sturm-Liouville problem with periodic boundary conditions for relativistic finite-difference Schrödinger equation. Special attention in this approach is paid to methods for constructing various quasi
Stability analysis of the Markov decision processes with recursive risk measuresIn this article, the object of research is the methods of quantitative analysis of the financial
Modification of plasma solitons by resonant particles-rate, tail formation, etc.) are analyzed by means of a recently developed perturbation method. The analytical
Methods of a Priori Statistical Analysis of Disturbed Motion of Aircraft in Turbulent EnvironmentsThe article discusses the methods of a priori statistical analysis used for predicting perturbed
Gravitational perturbations in the expanding universe in a coordinate representationGravitational perturbations in the expanding universe are analyzed within the framework
Operator Approach to the Master Equation for the One-Step Process to use quantum field perturbation theory for the statistical systems (the so-called Doi method). Results
On the convergence of a regularization method for variational inequalities method is examined in the case of a nonmonotone basic mapping. It is shown that a fairly general
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