Add to ORKGAbstract: This study is concerned with a new class of Runge-Kutta –type methods for solving the stiff Cauchy problems for ordinary differential equations. The properties of this methods such as consistency, B- consistency , stability are analysed. The numerical results are showed .Note: Research direction:Mathematical problems and theory of numerical method
This paper discusses rational Runge-Kutta methods for stiff differential equations of high dimension...
The goal of this work is to develop, analyse and implement a K-step Implicit Rational Runge-Kutta sc...
The aim of this talk is to show techniques that allow to modify the coefficients of classic explicit...
Stiff problems in ordinary differential equations can now be solved more routinely. In the past four...
In this paper, a new class of A-Stable Implicit Rational Runge-Kutta schemes were developed, analyze...
. In the solution of stiff ODEs and especially DAEs it is desirable that the method used is stiffly...
In this paper we introduce a new class of explicit one-step methods of order 2 that can be used for ...
A modified block Runge-Kutta (MBRK) methods for solving first order stiff ordinary differential equa...
There are three interesting properties of methods for (stiff) ordinary differential equations: order...
The paper, discusses semi-implicit inverse Runge –Kutta Scheme for numerical solution of stiff ordi...
Weighted Block Runge-Kutta (WBRK) methods are derived to solve first order stiff ordinary differenti...
Weighted Block Runge-Kutta (WBRK) methods are derived to solve first order stiff ordinary differenti...
Weighted Block Runge-Kutta (WBRK) methods are derived to solve first order stiff ordinary differenti...
AbstractIn this paper, we present some results on the error behavior of variable stepsize stiffly-ac...
In this article, we extended the existing explicit Taylor method and modified it to gain a new expli...
This paper discusses rational Runge-Kutta methods for stiff differential equations of high dimension...
The goal of this work is to develop, analyse and implement a K-step Implicit Rational Runge-Kutta sc...
The aim of this talk is to show techniques that allow to modify the coefficients of classic explicit...
Stiff problems in ordinary differential equations can now be solved more routinely. In the past four...
In this paper, a new class of A-Stable Implicit Rational Runge-Kutta schemes were developed, analyze...
. In the solution of stiff ODEs and especially DAEs it is desirable that the method used is stiffly...
In this paper we introduce a new class of explicit one-step methods of order 2 that can be used for ...
A modified block Runge-Kutta (MBRK) methods for solving first order stiff ordinary differential equa...
There are three interesting properties of methods for (stiff) ordinary differential equations: order...
The paper, discusses semi-implicit inverse Runge –Kutta Scheme for numerical solution of stiff ordi...
Weighted Block Runge-Kutta (WBRK) methods are derived to solve first order stiff ordinary differenti...
Weighted Block Runge-Kutta (WBRK) methods are derived to solve first order stiff ordinary differenti...
Weighted Block Runge-Kutta (WBRK) methods are derived to solve first order stiff ordinary differenti...
AbstractIn this paper, we present some results on the error behavior of variable stepsize stiffly-ac...
In this article, we extended the existing explicit Taylor method and modified it to gain a new expli...
This paper discusses rational Runge-Kutta methods for stiff differential equations of high dimension...
The goal of this work is to develop, analyse and implement a K-step Implicit Rational Runge-Kutta sc...
The aim of this talk is to show techniques that allow to modify the coefficients of classic explicit...