DOIAbstract
AbstractWe investigate MEBDF methods of Cash from general linear methods point of view. Some perturbations of these methods are constructed which preserve the order of these formulas and improve their stability properties
AbstractWe investigate MEBDF methods of Cash from general linear methods point of view. Some perturbations of these methods are constructed which preserve the order of these formulas and improve their stability properties
Methods for the solution of the general second order ODE are discussed. Stiffness and convergence a...
AbstractIn this note a nonlinear mid-point rule formula based on geometric means (GM) for the numeri...
AbstractThe paper reviews results on rigorous proofs for stability properties of classes of linear m...
We investigate MEBDF methods of Cash from general linear methods point of view. Some perturbations o...
We use the theoretical framework of General Linear Methods (GLMs) to analyze and generalize the clas...
We focus our attention on the family of General Linear Methods (GLMs), for the numerical solution of...
AbstractA model is presented for stability for an extension of linear multistep methods for stiff or...
This paper describes the construction of explicit general linear methods in Nordsieck form with inhe...
We search for general linear methods with s internal stages and r = s + 1 external stages of order p...
AbstractStiffly stable Adams type methods of order 4, 5 and 6 and stepnumber 6, 7 and 9, respectivel...
AbstractFor many years the methods of choice for the numerical solution of stiff initial value probl...
AbstractThe aim of this paper is to select from the large family of possible general linear methods,...
A generalization of the methods that are currently available to solve systems of ordinary differenti...
The concepts of stability regions, \(A\)- and \(A(\alpha)\)-stability - albeit based on scalar model...
AbstractA local stability analysis is given for both the analytic and numerical solutions of the ini...
Methods for the solution of the general second order ODE are discussed. Stiffness and convergence a...
AbstractIn this note a nonlinear mid-point rule formula based on geometric means (GM) for the numeri...
AbstractThe paper reviews results on rigorous proofs for stability properties of classes of linear m...
We investigate MEBDF methods of Cash from general linear methods point of view. Some perturbations o...
We use the theoretical framework of General Linear Methods (GLMs) to analyze and generalize the clas...
We focus our attention on the family of General Linear Methods (GLMs), for the numerical solution of...
AbstractA model is presented for stability for an extension of linear multistep methods for stiff or...
This paper describes the construction of explicit general linear methods in Nordsieck form with inhe...
We search for general linear methods with s internal stages and r = s + 1 external stages of order p...
AbstractStiffly stable Adams type methods of order 4, 5 and 6 and stepnumber 6, 7 and 9, respectivel...
AbstractFor many years the methods of choice for the numerical solution of stiff initial value probl...
AbstractThe aim of this paper is to select from the large family of possible general linear methods,...
A generalization of the methods that are currently available to solve systems of ordinary differenti...
The concepts of stability regions, \(A\)- and \(A(\alpha)\)-stability - albeit based on scalar model...
AbstractA local stability analysis is given for both the analytic and numerical solutions of the ini...
Methods for the solution of the general second order ODE are discussed. Stiffness and convergence a...
AbstractIn this note a nonlinear mid-point rule formula based on geometric means (GM) for the numeri...
AbstractThe paper reviews results on rigorous proofs for stability properties of classes of linear m...
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