AbstractStiffly stable Adams type methods of order 4, 5 and 6 and stepnumber 6, 7 and 9, respectively are given. They are constructed from the Adams–Moulton correctors and have angels of stability larger than those of the Backwards Differentiation Formulas (RDF). An Adams-type family of order 5 and stepnumber 7 is discussed in detail. A numerical experiment is included
We introduce a new family of fractional convolution quadratures based on generalized Adams methods f...
Não disponívelThe main objective of this work is the study and implementation of Predictor-Corrector...
AbstractFor each integer s≥3, a new uniparametric family of stiffly accurate, strongly A-stable, s-s...
AbstractStiffly stable Adams type methods of order 4, 5 and 6 and stepnumber 6, 7 and 9, respectivel...
AbstractIn this paper, the two-parameter family of order four, step-number five, Adams-type methods ...
AbstractNonlinear optimization and root-finding procedures were used to locate Adams-type methods wi...
In this work we present explicit Adams-type multi-step methods with extended stability intervals, wh...
AbstractIn several pieces of the most effective mathematical software for non-stiff and mildly stiff...
AbstractThe question of the existence of A0-stable Adams-type correctors is addressed in this paper....
AbstractThe results of a study dealing with the location of stable corrector methods for the numeric...
A new three and five step block linear methods based on the Adams family for the direct solution of ...
Generalized Adams methods of order 3, 5, 7 and 9 are used to find numerical solutions of initial val...
In this paper we determine a matrix S and a vector l for stiffly-stable Adams-type cyclic methods th...
AbstractThis paper presents two low-order, A0-stable Adams-type correctors. The correctors have bett...
AbstractAdams predictor–corrector methods are among the most widely used algorithms for solving init...
We introduce a new family of fractional convolution quadratures based on generalized Adams methods f...
Não disponívelThe main objective of this work is the study and implementation of Predictor-Corrector...
AbstractFor each integer s≥3, a new uniparametric family of stiffly accurate, strongly A-stable, s-s...
AbstractStiffly stable Adams type methods of order 4, 5 and 6 and stepnumber 6, 7 and 9, respectivel...
AbstractIn this paper, the two-parameter family of order four, step-number five, Adams-type methods ...
AbstractNonlinear optimization and root-finding procedures were used to locate Adams-type methods wi...
In this work we present explicit Adams-type multi-step methods with extended stability intervals, wh...
AbstractIn several pieces of the most effective mathematical software for non-stiff and mildly stiff...
AbstractThe question of the existence of A0-stable Adams-type correctors is addressed in this paper....
AbstractThe results of a study dealing with the location of stable corrector methods for the numeric...
A new three and five step block linear methods based on the Adams family for the direct solution of ...
Generalized Adams methods of order 3, 5, 7 and 9 are used to find numerical solutions of initial val...
In this paper we determine a matrix S and a vector l for stiffly-stable Adams-type cyclic methods th...
AbstractThis paper presents two low-order, A0-stable Adams-type correctors. The correctors have bett...
AbstractAdams predictor–corrector methods are among the most widely used algorithms for solving init...
We introduce a new family of fractional convolution quadratures based on generalized Adams methods f...
Não disponívelThe main objective of this work is the study and implementation of Predictor-Corrector...
AbstractFor each integer s≥3, a new uniparametric family of stiffly accurate, strongly A-stable, s-s...
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