Add to ORKGCauchy problem and boundary-value problems for singular disturbed systems of ordinary differential equations have been investigated in the paper. As a result asymptotical decompositions for solutions of Cauchy problem and boundary-value problems at the condition, that a degenerated system has an integral variety, possessing a certain property of stability, have been found. New results for some applied problems of theory of gyroscopic systems, theory of systems with a bounded excitation, theory of elastic systems have been obtainedAvailable from VNTIC / VNTIC - Scientific & Technical Information Centre of RussiaSIGLERURussian Federatio
Asymptotic decompositions of solutions of boundary value problems for equations of an elliptical-par...
AbstractSingularly perturbed nonlinear differential/algebraic equations (DAE's) are considered, whic...
AbstractAsymptotic results are obtained for an initial-value problem for singularly perturbed system...
Asymptotical representations for solutions of singular disturbed systems of "reaction - diffusi...
We consider systems of singularly perturbed ordinary differential equations and study the initial va...
The construction of solutions of singularly perturbed systems of equations and boundary value proble...
The work covers the investigation of problems connected with the existence of integral varieties con...
AbstractWe consider a system of ordinary differential equations consisting of a singularly perturbed...
Systems of ordinary differential equations, containing small parameters (a model problem from quantu...
The systems of ordinary differential equations, which are partially resolved relatively to the deriv...
Boundary-value problems for differential equations of the second order with a small parameter near t...
Asymptotic stability is with no doubts an essential property to be studied for any system. This anal...
Abstract: We study critical phenomena and bifurcations of solutions of ordinary differenti...
Ordinary systems of differential equations are considered in the paper aiming at the problem qualita...
The aim of the investigation is study of solutions of singularly disturbed differential equations of...
Asymptotic decompositions of solutions of boundary value problems for equations of an elliptical-par...
AbstractSingularly perturbed nonlinear differential/algebraic equations (DAE's) are considered, whic...
AbstractAsymptotic results are obtained for an initial-value problem for singularly perturbed system...
Asymptotical representations for solutions of singular disturbed systems of "reaction - diffusi...
We consider systems of singularly perturbed ordinary differential equations and study the initial va...
The construction of solutions of singularly perturbed systems of equations and boundary value proble...
The work covers the investigation of problems connected with the existence of integral varieties con...
AbstractWe consider a system of ordinary differential equations consisting of a singularly perturbed...
Systems of ordinary differential equations, containing small parameters (a model problem from quantu...
The systems of ordinary differential equations, which are partially resolved relatively to the deriv...
Boundary-value problems for differential equations of the second order with a small parameter near t...
Asymptotic stability is with no doubts an essential property to be studied for any system. This anal...
Abstract: We study critical phenomena and bifurcations of solutions of ordinary differenti...
Ordinary systems of differential equations are considered in the paper aiming at the problem qualita...
The aim of the investigation is study of solutions of singularly disturbed differential equations of...
Asymptotic decompositions of solutions of boundary value problems for equations of an elliptical-par...
AbstractSingularly perturbed nonlinear differential/algebraic equations (DAE's) are considered, whic...
AbstractAsymptotic results are obtained for an initial-value problem for singularly perturbed system...