The analysis of weakly nonlinear partial differential equations both qualitatively and quantitatively is emerging as an exciting eld of investigation In this report we consider specic results related to averaging but we do not aim at completeness The sections and contain important material which is not easily accessible in the literature Of the literature which we will not discuss in detail we should mention Formal approximation methods which have been nicely presented by Cole and Kevorkian A number of formal methods for nonlinear hyperbolic equations on unbounded domains have been analysed with respect to the question of asymptotic validity by van der Burg
This paper deals with pathfollowing methods in nonlinear optimization. We study the so- called "stan...
This paper deals with pathfollowing methods in nonlinear optimization. We study the so- called "stan...
This paper is concerned with the null controllability of systems governed by semilinear parabolic eq...
Differential algebraic equations consisting of a constant coefficient linear part and a small nonlin...
Differential algebraic equations consisting of a constant coefficient linear part and a small nonlin...
Differential algebraic equations consisting of a constant coefficient linear part and a small nonlin...
In this paper we transfer classical results concerning Lyapunov stability of stationary solutions x*...
In this paper we transfer classical results concerning Lyapunov stability of stationary solutions x*...
In papers [1,2] there were consider different assumptions for averaging methods along the vertical c...
In this paper,we survey some of the latest developments in using boundary value methods (BVMs) for s...
AbstractIn this survey paper we start with a discussion how functionals of finite type can be used f...
In this paper a method for solving a mid-term unit commitment problem in a large scale thermal power...
In a dialogue procedure the decision maker has to determine in each step the aspiration and reservat...
In this paper a method for solving a mid-term unit commitment problem in a large scale thermal power...
In a dialogue procedure the decision maker has to determine in each step the aspiration and reservat...
This paper deals with pathfollowing methods in nonlinear optimization. We study the so- called "stan...
This paper deals with pathfollowing methods in nonlinear optimization. We study the so- called "stan...
This paper is concerned with the null controllability of systems governed by semilinear parabolic eq...
Differential algebraic equations consisting of a constant coefficient linear part and a small nonlin...
Differential algebraic equations consisting of a constant coefficient linear part and a small nonlin...
Differential algebraic equations consisting of a constant coefficient linear part and a small nonlin...
In this paper we transfer classical results concerning Lyapunov stability of stationary solutions x*...
In this paper we transfer classical results concerning Lyapunov stability of stationary solutions x*...
In papers [1,2] there were consider different assumptions for averaging methods along the vertical c...
In this paper,we survey some of the latest developments in using boundary value methods (BVMs) for s...
AbstractIn this survey paper we start with a discussion how functionals of finite type can be used f...
In this paper a method for solving a mid-term unit commitment problem in a large scale thermal power...
In a dialogue procedure the decision maker has to determine in each step the aspiration and reservat...
In this paper a method for solving a mid-term unit commitment problem in a large scale thermal power...
In a dialogue procedure the decision maker has to determine in each step the aspiration and reservat...
This paper deals with pathfollowing methods in nonlinear optimization. We study the so- called "stan...
This paper deals with pathfollowing methods in nonlinear optimization. We study the so- called "stan...
This paper is concerned with the null controllability of systems governed by semilinear parabolic eq...