summary:This paper considers modified second derivative BDF (MSD-BDF) for the numerical solution of stiff initial value problems (IVPs) in ordinary differential equations (ODEs). The methods are A$(\alpha )$-stable for step length $k\le 7$
Hybrid methods with one or more off-step points give better stabilitycharacteristics and higher orde...
AbstractThe stability of direct methods for second-order systems is examined. The methods, suggested...
Compared with standard numerical methods for initial value problems (IVPs) for ordinary differential...
summary:This paper considers modified second derivative BDF (MSD-BDF) for the numerical solution of ...
summary:This paper considers modified second derivative BDF (MSD-BDF) for the numerical solution of ...
We derive a variable step of the implicit block methods based on the backward differentiation formul...
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 $)-stable linear multistep formulas for stiff initial va...
In this paper, we introduce a continuous extension of second derivative linear multi-step methods wi...
This paper derives a new variable step 3-point block method based on Backward Differentiation Formul...
A new family of block methods, namely block backward differentiation alpha-formulas (BBDF-) are deve...
A fixed step-size multistep block method for stiff Ordinary Differential Equations (ODEs) using the ...
This thesis compiles four new numerical methods that are successfully derived and presented based o...
AbstractA class of modified extended backward differentiation formulae (MEBDF) suitable for the appr...
Hybrid methods with one or more off-step points give better stabilitycharacteristics and higher orde...
AbstractThe stability of direct methods for second-order systems is examined. The methods, suggested...
Compared with standard numerical methods for initial value problems (IVPs) for ordinary differential...
summary:This paper considers modified second derivative BDF (MSD-BDF) for the numerical solution of ...
summary:This paper considers modified second derivative BDF (MSD-BDF) for the numerical solution of ...
We derive a variable step of the implicit block methods based on the backward differentiation formul...
summary:In this paper, a class of A($\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...
In this paper, we introduce a continuous extension of second derivative linear multi-step methods wi...
This paper derives a new variable step 3-point block method based on Backward Differentiation Formul...
A new family of block methods, namely block backward differentiation alpha-formulas (BBDF-) are deve...
A fixed step-size multistep block method for stiff Ordinary Differential Equations (ODEs) using the ...
This thesis compiles four new numerical methods that are successfully derived and presented based o...
AbstractA class of modified extended backward differentiation formulae (MEBDF) suitable for the appr...
Hybrid methods with one or more off-step points give better stabilitycharacteristics and higher orde...
AbstractThe stability of direct methods for second-order systems is examined. The methods, suggested...
Compared with standard numerical methods for initial value problems (IVPs) for ordinary differential...
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