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We introduce a family of Linear Multistep Methods used as Boundary Value Methods for the numerical s...
The paper reviews results on rigorous proofs for stability properties of classes of linear multistep...
AbstractThe α-type multistep methods have the form of Yn+kαnYn+k-1+(αn-1)Yn+k-2=hn+kΣi=0kβi,nfn+1 wh...
summary:In this paper, a class of A($\alpha $)-stable linear multistep formulas for stiff initial va...
summary:In this paper, a class of A($\alpha $)-stable linear multistep formulas for stiff initial va...
summary:In this paper, a class of A($\alpha $)-stable linear multistep formulas for stiff initial va...
Hybrid methods with one or more off-step points give better stabilitycharacteristics and higher orde...
A new three and five step block linear methods based on the Adams family for the direct solution of ...
AbstractThe α-type multistep methods have the form of Yn+kαnYn+k-1+(αn-1)Yn+k-2=hn+kΣi=0kβi,nfn+1 wh...
A multistep method is described which contains a free parameter. One value of this parameter will gi...
In many applications, large systems of ordinary differential equations (ODEs) have to be solved nume...
AbstractA family of nonlinear multistep (NLMS) methods is formulated to be A-stable in the sense of ...
APExponential multistep ODE solvers for stiff problems : convergence and stability analysi
Exponential multistep ODE solvers for stiff problems : convergence and stability analysi
We introduce a family of Linear Multistep Methods used as Boundary Value Methods for the numerical s...
We introduce a family of Linear Multistep Methods used as Boundary Value Methods for the numerical s...
The paper reviews results on rigorous proofs for stability properties of classes of linear multistep...
AbstractThe α-type multistep methods have the form of Yn+kαnYn+k-1+(αn-1)Yn+k-2=hn+kΣi=0kβi,nfn+1 wh...
summary:In this paper, a class of A($\alpha $)-stable linear multistep formulas for stiff initial va...
summary:In this paper, a class of A($\alpha $)-stable linear multistep formulas for stiff initial va...
summary:In this paper, a class of A($\alpha $)-stable linear multistep formulas for stiff initial va...
Hybrid methods with one or more off-step points give better stabilitycharacteristics and higher orde...
A new three and five step block linear methods based on the Adams family for the direct solution of ...
AbstractThe α-type multistep methods have the form of Yn+kαnYn+k-1+(αn-1)Yn+k-2=hn+kΣi=0kβi,nfn+1 wh...
A multistep method is described which contains a free parameter. One value of this parameter will gi...
In many applications, large systems of ordinary differential equations (ODEs) have to be solved nume...
AbstractA family of nonlinear multistep (NLMS) methods is formulated to be A-stable in the sense of ...
APExponential multistep ODE solvers for stiff problems : convergence and stability analysi
Exponential multistep ODE solvers for stiff problems : convergence and stability analysi
We introduce a family of Linear Multistep Methods used as Boundary Value Methods for the numerical s...
We introduce a family of Linear Multistep Methods used as Boundary Value Methods for the numerical s...
The paper reviews results on rigorous proofs for stability properties of classes of linear multistep...
AbstractThe α-type multistep methods have the form of Yn+kαnYn+k-1+(αn-1)Yn+k-2=hn+kΣi=0kβi,nfn+1 wh...