In this paper we will study the numerical solution of a discontinuous differential system by a Rosenbrock method. We will also focus on one-sided approach in the context of Rosenbrock schemes, and we will suggest a technique based on the use of continuous extension, in order to locate the event point, with an application to discontinuous singularly perturbed systems
This paper studies Rosenbrock methods when they are applied to stiff differential equations containi...
The interpolation polynomial in the k-step Adams-Bashforth method may be used to compute the numeric...
AbstractThis work is dedicated to the memory of Donato Trigiante who has been the first teacher of N...
In this paper we study the numerical solution of singularly perturbed systems with a discontinuous r...
In this paper we study the numerical solution of singularly perturbed systems with a discontinuous ...
In this paper we are concerned with numerical methods for the one-sided event location in discontinu...
In this paper, we consider numerical methods for the location of events of differential algebraic eq...
AbstractThe interpolation polynomial in the k-step Adams–Bashforth method may be used to compute the...
In this short paper, event location techniques for a differential system the solution of which is d...
This book discusses the development of the Rosenbrock—Wanner methods from the origins of the idea to...
We consider the numerical integration of discontinuous differential systems of ODEs of the type: x' ...
It is the purpose of this talk to present recent advances in the numerical solution of piecewise smo...
In this paper we analyze how to compute discontinuous solutions for functional-differential equation...
This work is dedicated to the memory of Donato Trigiante who has been the first teacher of Numerical...
AbstractOne class of methods for solving nonstiff ordinary differential equations is the so called e...
This paper studies Rosenbrock methods when they are applied to stiff differential equations containi...
The interpolation polynomial in the k-step Adams-Bashforth method may be used to compute the numeric...
AbstractThis work is dedicated to the memory of Donato Trigiante who has been the first teacher of N...
In this paper we study the numerical solution of singularly perturbed systems with a discontinuous r...
In this paper we study the numerical solution of singularly perturbed systems with a discontinuous ...
In this paper we are concerned with numerical methods for the one-sided event location in discontinu...
In this paper, we consider numerical methods for the location of events of differential algebraic eq...
AbstractThe interpolation polynomial in the k-step Adams–Bashforth method may be used to compute the...
In this short paper, event location techniques for a differential system the solution of which is d...
This book discusses the development of the Rosenbrock—Wanner methods from the origins of the idea to...
We consider the numerical integration of discontinuous differential systems of ODEs of the type: x' ...
It is the purpose of this talk to present recent advances in the numerical solution of piecewise smo...
In this paper we analyze how to compute discontinuous solutions for functional-differential equation...
This work is dedicated to the memory of Donato Trigiante who has been the first teacher of Numerical...
AbstractOne class of methods for solving nonstiff ordinary differential equations is the so called e...
This paper studies Rosenbrock methods when they are applied to stiff differential equations containi...
The interpolation polynomial in the k-step Adams-Bashforth method may be used to compute the numeric...
AbstractThis work is dedicated to the memory of Donato Trigiante who has been the first teacher of N...