In this paper we introduce an explicit one-step method that can be used for solving stiff problems. This method can be viewed as a modification of the explicit Euler method that allows to reduce the stiffness in some sense. Some numerical experiments on linear stiff problems and on the Van der Pol\u2019s equation show the effectiveness of the metho
In this paper, an explicit one step method is presented for numerical so- lution of sti systems of o...
We present a new strategy for solving stiff ODEs with explicit methods. By adaptively taking a small...
This paper will present the two-point block one-step method for solving stiff ordinary differential ...
In this paper we introduce an explicit one-step method that can be used for solving stiff problems. ...
In this paper we introduce an explicit one-step method that can be used for solving stiff problems. ...
Stiff problems in ordinary differential equations can now be solved more routinely. In the past four...
In this paper we introduce a new class of explicit one-step methods of order 2 that can be used for ...
This paper discusses the derivation of an explicit cosine-Taylorlike method for solving stiff ordina...
In this paper we introduce a new class of explicit one-step methods of order 2 that can be used for ...
In this article, we extended the existing explicit Taylor method and modified it to gain a new expli...
AbstractIt is shown that Euler's rule, applied on an automatically (and adaptively) determined seque...
Abstract. We present a new strategy for solving stiff ODEs with explicit methods. By adap-tively tak...
AbstractThis paper presents a sixth-order, explicit, one-step method which is proved to be A-stable....
An extended 2-point one-step block method formula with order four is formulated for solving stiff in...
In this paper, we propose an A-stable one-step block method of order four for solving a stiff ordina...
In this paper, an explicit one step method is presented for numerical so- lution of sti systems of o...
We present a new strategy for solving stiff ODEs with explicit methods. By adaptively taking a small...
This paper will present the two-point block one-step method for solving stiff ordinary differential ...
In this paper we introduce an explicit one-step method that can be used for solving stiff problems. ...
In this paper we introduce an explicit one-step method that can be used for solving stiff problems. ...
Stiff problems in ordinary differential equations can now be solved more routinely. In the past four...
In this paper we introduce a new class of explicit one-step methods of order 2 that can be used for ...
This paper discusses the derivation of an explicit cosine-Taylorlike method for solving stiff ordina...
In this paper we introduce a new class of explicit one-step methods of order 2 that can be used for ...
In this article, we extended the existing explicit Taylor method and modified it to gain a new expli...
AbstractIt is shown that Euler's rule, applied on an automatically (and adaptively) determined seque...
Abstract. We present a new strategy for solving stiff ODEs with explicit methods. By adap-tively tak...
AbstractThis paper presents a sixth-order, explicit, one-step method which is proved to be A-stable....
An extended 2-point one-step block method formula with order four is formulated for solving stiff in...
In this paper, we propose an A-stable one-step block method of order four for solving a stiff ordina...
In this paper, an explicit one step method is presented for numerical so- lution of sti systems of o...
We present a new strategy for solving stiff ODEs with explicit methods. By adaptively taking a small...
This paper will present the two-point block one-step method for solving stiff ordinary differential ...
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