DOIAbstract
AbstractThis paper presents a sixth-order, explicit, one-step method which is proved to be A-stable. The numerical experiments demonstrate that the new method is suitable for stiff systems
AbstractThis paper presents a sixth-order, explicit, one-step method which is proved to be A-stable. The numerical experiments demonstrate that the new method is suitable for stiff systems
In this article, we extended the existing explicit Taylor method and modified it to gain a new expli...
A variable-step variable-order algorithm for stiff ODEs based on previously derived stabilized exten...
The paper is devoted to the construction of economical explicit sixth-order numerical method for so...
AbstractThis paper presents a sixth-order, explicit, one-step method which is proved to be A-stable....
AbstractA sixth-order A-stable explicit one-step method for stiff ordinary differential equations is...
In this paper we introduce a new class of explicit one-step methods of order 2 that can be used for ...
The paper deals with construction of an efficient explicit sixth order method for structurally part...
In this paper we introduce an explicit one-step method that can be used for solving stiff problems. ...
In this paper we introduce a new class of explicit one-step methods of order 2 that can be used for ...
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. ...
A variable-step variable-order algorithm for stiff ODEs based on previously derived stabilized exten...
AbstractA new class of methods, for solving stiff systems, which avoids the exactness of the Jacobia...
A new three and five step block linear methods based on the Adams family for the direct solution of ...
AbstractWe describe the construction of linearly implicit two-step W-methods of high stage order and...
In this article, we extended the existing explicit Taylor method and modified it to gain a new expli...
A variable-step variable-order algorithm for stiff ODEs based on previously derived stabilized exten...
The paper is devoted to the construction of economical explicit sixth-order numerical method for so...
AbstractThis paper presents a sixth-order, explicit, one-step method which is proved to be A-stable....
AbstractA sixth-order A-stable explicit one-step method for stiff ordinary differential equations is...
In this paper we introduce a new class of explicit one-step methods of order 2 that can be used for ...
The paper deals with construction of an efficient explicit sixth order method for structurally part...
In this paper we introduce an explicit one-step method that can be used for solving stiff problems. ...
In this paper we introduce a new class of explicit one-step methods of order 2 that can be used for ...
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. ...
A variable-step variable-order algorithm for stiff ODEs based on previously derived stabilized exten...
AbstractA new class of methods, for solving stiff systems, which avoids the exactness of the Jacobia...
A new three and five step block linear methods based on the Adams family for the direct solution of ...
AbstractWe describe the construction of linearly implicit two-step W-methods of high stage order and...
In this article, we extended the existing explicit Taylor method and modified it to gain a new expli...
A variable-step variable-order algorithm for stiff ODEs based on previously derived stabilized exten...
The paper is devoted to the construction of economical explicit sixth-order numerical method for so...
Add to ORKG