AbstractA new class of nonlinear one-step methods based on Euler's integration formula for the numerical solution of ordinary differential equations is presented. The accuracy and stability of the proposed methods is considered and their applicability to stiff problems is also discussed
This document contains a detailed comparison between the initial numerical solution methods of ordin...
AbstractThe paper explains the concepts of order and absolute stability of numerical methods for sol...
There have been many numerical solution approaches to ordinary differential equations in the literat...
AbstractA new class of nonlinear one-step methods based on Euler's integration formula for the numer...
A class of nonlinear methods based on Euler\u27s integration formula for the numerical solution of o...
New methods for integrating systems of stiff, nonlinear, first order, ordinary differential equation...
In this work, modified version of a well-known variant of Euler method, known as the Improved Euler ...
The theme of this study is to develop hybrid Euler’s method from the chain of Euler’s methods, to co...
summary:As a numerical method for solving ordinary differential equations $y^{\prime }=f(x,y)$, the ...
Most real life phenomena change with time, hence dynamic. Differential equations are used in mathema...
AbstractThe author proposes some stable and convergent two-point integration formulae which are part...
AbstractSome one step methods, based on nonpolynomial approximations, for solving ordinary different...
Cours donné à Pristina (Kosovo), en décembre 2016, dans le cadre de l'école de recherche Franco-Koso...
AbstractWe examine a single-step implicit-integration algorithm which is obtained by a modification ...
AbstractIn this note a nonlinear mid-point rule formula based on geometric means (GM) for the numeri...
This document contains a detailed comparison between the initial numerical solution methods of ordin...
AbstractThe paper explains the concepts of order and absolute stability of numerical methods for sol...
There have been many numerical solution approaches to ordinary differential equations in the literat...
AbstractA new class of nonlinear one-step methods based on Euler's integration formula for the numer...
A class of nonlinear methods based on Euler\u27s integration formula for the numerical solution of o...
New methods for integrating systems of stiff, nonlinear, first order, ordinary differential equation...
In this work, modified version of a well-known variant of Euler method, known as the Improved Euler ...
The theme of this study is to develop hybrid Euler’s method from the chain of Euler’s methods, to co...
summary:As a numerical method for solving ordinary differential equations $y^{\prime }=f(x,y)$, the ...
Most real life phenomena change with time, hence dynamic. Differential equations are used in mathema...
AbstractThe author proposes some stable and convergent two-point integration formulae which are part...
AbstractSome one step methods, based on nonpolynomial approximations, for solving ordinary different...
Cours donné à Pristina (Kosovo), en décembre 2016, dans le cadre de l'école de recherche Franco-Koso...
AbstractWe examine a single-step implicit-integration algorithm which is obtained by a modification ...
AbstractIn this note a nonlinear mid-point rule formula based on geometric means (GM) for the numeri...
This document contains a detailed comparison between the initial numerical solution methods of ordin...
AbstractThe paper explains the concepts of order and absolute stability of numerical methods for sol...
There have been many numerical solution approaches to ordinary differential equations in the literat...
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