Add to ORKGIn this paper, we develop a variational approach to study perturbation problems of ordinary differential equations (ODE's) with discontinuous coefficients. We propose a mathematical framework which can be used to construct stable (and regular) solution processes of discontinuous ODE's
In this paper we analyze how to compute discontinuous solutions for functional-differential equation...
We study ordinary differential equations (ODEs) with vector fields given by general Schwartz distrib...
The variational inequality problem has been utilized to formulate and study a plethora of competitiv...
Abstract. In this paper, we develop a variational approach to study perturbation prob-lems of ordina...
This thesis extends the basic ordinary differential equations (ODE) course, specifically considering...
In this paper we construct a new type of noise of fractional nature that has a strong regularizing e...
AbstractHere we solve singularly perturbed periodic problems in ordinary differential equations when...
It is the purpose of this talk to analyze the behaviour of some classes of numerical methods acting ...
International audienceOrdinary Differential Equations (ODE) with discontinuous right--hand side appe...
We study a family of singularly perturbed ODEs with one parameter and compare their solutions to th...
AbstractIn this paper, He’s variational approach is applied to the nonlinear oscillators with discon...
In this paper we study the numerical solution of singularly perturbed systems with a discontinuous r...
In recent years there has been a renewed interest in discontinuous Galerkin methods and its applicat...
In this paper we study the numerical solution of singularly perturbed systems with a discontinuous ...
The solutions of weakly-formulated non-linear Dirichlet problems are studied when the data of the pr...
In this paper we analyze how to compute discontinuous solutions for functional-differential equation...
We study ordinary differential equations (ODEs) with vector fields given by general Schwartz distrib...
The variational inequality problem has been utilized to formulate and study a plethora of competitiv...
Abstract. In this paper, we develop a variational approach to study perturbation prob-lems of ordina...
This thesis extends the basic ordinary differential equations (ODE) course, specifically considering...
In this paper we construct a new type of noise of fractional nature that has a strong regularizing e...
AbstractHere we solve singularly perturbed periodic problems in ordinary differential equations when...
It is the purpose of this talk to analyze the behaviour of some classes of numerical methods acting ...
International audienceOrdinary Differential Equations (ODE) with discontinuous right--hand side appe...
We study a family of singularly perturbed ODEs with one parameter and compare their solutions to th...
AbstractIn this paper, He’s variational approach is applied to the nonlinear oscillators with discon...
In this paper we study the numerical solution of singularly perturbed systems with a discontinuous r...
In recent years there has been a renewed interest in discontinuous Galerkin methods and its applicat...
In this paper we study the numerical solution of singularly perturbed systems with a discontinuous ...
The solutions of weakly-formulated non-linear Dirichlet problems are studied when the data of the pr...
In this paper we analyze how to compute discontinuous solutions for functional-differential equation...
We study ordinary differential equations (ODEs) with vector fields given by general Schwartz distrib...
The variational inequality problem has been utilized to formulate and study a plethora of competitiv...