Add to ORKGIn this paper we deal with the stability of the stationary solution of the Lagrange equations for holonomic-scleronomic mechanical systems, by applying the comparison method to the direct Liapunov method
The Liapunov method is extended to a function space with a suitable metric, and is applied to the pr...
The Lyapunov first method generalized to the case of nonlinear differential equations is applied to ...
AbstractA procedure to construct Liapunov functionals for discrete Volterra equations is proposed. U...
In this paper we deal with the stability of the stationary solution of the Lagrange equations for ho...
Using the comparison method, the stability study of the unperturbed motion of a differential system ...
Let S_b be a basic rest state for a elastic body B. In the theory of direct Lyapunov method of stabi...
In this paper, a new analytical approach suitable for the stability analysis of multibody mechanical...
The new proof methods of existing and constructing asymptotic solutions of the equations of the mech...
This book presents a modern and self-contained treatment of the Liapunov method for stability analys...
Abstract. It is a central theme to study the Lyapunov stability of periodic so-lutions of nonlinear ...
A concept of total stability for continuous or discrete dynamical systems and a generalized definiti...
The aim is to investigate the controllability of the mechanical systems described by the non-linear ...
In the paper two classes of nonlinear dynamical system with perturbations are considered. The suffic...
It is shown that the Lagrange stability of an autonomous system can be determined on the basis of th...
According to Lyapunov\u27s Direct Method, the strict local minimum of a (negative definite) Lyapunov...
The Liapunov method is extended to a function space with a suitable metric, and is applied to the pr...
The Lyapunov first method generalized to the case of nonlinear differential equations is applied to ...
AbstractA procedure to construct Liapunov functionals for discrete Volterra equations is proposed. U...
In this paper we deal with the stability of the stationary solution of the Lagrange equations for ho...
Using the comparison method, the stability study of the unperturbed motion of a differential system ...
Let S_b be a basic rest state for a elastic body B. In the theory of direct Lyapunov method of stabi...
In this paper, a new analytical approach suitable for the stability analysis of multibody mechanical...
The new proof methods of existing and constructing asymptotic solutions of the equations of the mech...
This book presents a modern and self-contained treatment of the Liapunov method for stability analys...
Abstract. It is a central theme to study the Lyapunov stability of periodic so-lutions of nonlinear ...
A concept of total stability for continuous or discrete dynamical systems and a generalized definiti...
The aim is to investigate the controllability of the mechanical systems described by the non-linear ...
In the paper two classes of nonlinear dynamical system with perturbations are considered. The suffic...
It is shown that the Lagrange stability of an autonomous system can be determined on the basis of th...
According to Lyapunov\u27s Direct Method, the strict local minimum of a (negative definite) Lyapunov...
The Liapunov method is extended to a function space with a suitable metric, and is applied to the pr...
The Lyapunov first method generalized to the case of nonlinear differential equations is applied to ...
AbstractA procedure to construct Liapunov functionals for discrete Volterra equations is proposed. U...