Add to ORKGThe theory of the functional spaces generalizing the spaces of solving equations with first-order partial derivatives has been created. The algebraic stability criteria in the incapable problems of the critic case theory have been constructed. The results are new. The review of the solved problems has been given, the resonant rotations of the viscous-elastic satellite have been investigated.Available from VNTIC / VNTIC - Scientific & Technical Information Centre of RussiaSIGLERURussian Federatio
The investigation is concerned with dynamic stability of quick-rotating isotropic and anisotropic sh...
AbstractMaking use of the fundamental solution of the heat equation we prove the stability theorems ...
Stability conditions for a class of functional differential equations are studied. The results show ...
This book provides an introduction to the structure and stability properties of solutions of functio...
The work covers two classes of the essential-non-linear functional-differential equations. The gener...
This book is devoted to impulsive functional differential equations which are a natural generalizati...
This handbook consists of seventeen chapters written by eminent scientists from the international m...
In the paper two classes of nonlinear dynamical system with perturbations are considered. The suffic...
We prove some stability and hyperstability results for a generalization of the well known Fréchet fu...
We study the stability of functional equations that has its origins with S.M.Ulam, who posed the fun...
The paper deals with the stability of viscoelastic continuous systems. By starting from the fundamen...
AbstractThis paper is concerned with the numerical solution of functional-differential and functiona...
AbstractThis paper is concerned with the numerical solution of nonlinear functional differential and...
Stability criteria of an immovable point of mapping, preserving a square, have been obtained. Some p...
AbstractIn this paper, the stability of functional differential equations (FDE) with impulses is inv...
The investigation is concerned with dynamic stability of quick-rotating isotropic and anisotropic sh...
AbstractMaking use of the fundamental solution of the heat equation we prove the stability theorems ...
Stability conditions for a class of functional differential equations are studied. The results show ...
This book provides an introduction to the structure and stability properties of solutions of functio...
The work covers two classes of the essential-non-linear functional-differential equations. The gener...
This book is devoted to impulsive functional differential equations which are a natural generalizati...
This handbook consists of seventeen chapters written by eminent scientists from the international m...
In the paper two classes of nonlinear dynamical system with perturbations are considered. The suffic...
We prove some stability and hyperstability results for a generalization of the well known Fréchet fu...
We study the stability of functional equations that has its origins with S.M.Ulam, who posed the fun...
The paper deals with the stability of viscoelastic continuous systems. By starting from the fundamen...
AbstractThis paper is concerned with the numerical solution of functional-differential and functiona...
AbstractThis paper is concerned with the numerical solution of nonlinear functional differential and...
Stability criteria of an immovable point of mapping, preserving a square, have been obtained. Some p...
AbstractIn this paper, the stability of functional differential equations (FDE) with impulses is inv...
The investigation is concerned with dynamic stability of quick-rotating isotropic and anisotropic sh...
AbstractMaking use of the fundamental solution of the heat equation we prove the stability theorems ...
Stability conditions for a class of functional differential equations are studied. The results show ...