AbstractIn this note a nonlinear mid-point rule formula based on geometric means (GM) for the numerical solution of differential equations y′ = f(x, y) is presented with supporting numerical evidenc
This paper is partially supported by project ISM-4 of Department for Scientific Research, “Paisii Hi...
AbstractIn Chawla and Al-Zanaidi (J. Comput. Appl. Math. 89 (1997) 115–118) a fourth-order “almost” ...
The main focus of this paper is that in which the nonlinearity does not occur in the highest differe...
AbstractIn this paper a stable nonlinear trapezoidal method based on the geometric mean (GM) of the ...
AbstractA local stability analysis is given for both the analytic and numerical solutions of the ini...
AbstractA new class of nonlinear one-step methods based on Euler's integration formula for the numer...
A study was conducted to determine how errors are propagated when numerical methods are applied to a...
AbstractDirect substitution xk+1=g(xk) generally represents iterative techniques for locating a root...
[EN] The dynamical behavior of the rational vectorial operator associated with a multidimensional it...
AbstractWe investigate MEBDF methods of Cash from general linear methods point of view. Some perturb...
AbstractIn this paper the solution of the Goursat problem is obtained by the use of a nonlinear Trap...
AbstractWe examine a single-step implicit-integration algorithm which is obtained by a modification ...
A new class of multistep methods for stiff ordinary differential equations is presented. The method ...
AbstractLet F: Rq → Rq and let x* be a simple root of the system of nonlinear equations F(x) = 0.We ...
We focus our attention on the family of General Linear Methods (GLMs), for the numerical solution of...
This paper is partially supported by project ISM-4 of Department for Scientific Research, “Paisii Hi...
AbstractIn Chawla and Al-Zanaidi (J. Comput. Appl. Math. 89 (1997) 115–118) a fourth-order “almost” ...
The main focus of this paper is that in which the nonlinearity does not occur in the highest differe...
AbstractIn this paper a stable nonlinear trapezoidal method based on the geometric mean (GM) of the ...
AbstractA local stability analysis is given for both the analytic and numerical solutions of the ini...
AbstractA new class of nonlinear one-step methods based on Euler's integration formula for the numer...
A study was conducted to determine how errors are propagated when numerical methods are applied to a...
AbstractDirect substitution xk+1=g(xk) generally represents iterative techniques for locating a root...
[EN] The dynamical behavior of the rational vectorial operator associated with a multidimensional it...
AbstractWe investigate MEBDF methods of Cash from general linear methods point of view. Some perturb...
AbstractIn this paper the solution of the Goursat problem is obtained by the use of a nonlinear Trap...
AbstractWe examine a single-step implicit-integration algorithm which is obtained by a modification ...
A new class of multistep methods for stiff ordinary differential equations is presented. The method ...
AbstractLet F: Rq → Rq and let x* be a simple root of the system of nonlinear equations F(x) = 0.We ...
We focus our attention on the family of General Linear Methods (GLMs), for the numerical solution of...
This paper is partially supported by project ISM-4 of Department for Scientific Research, “Paisii Hi...
AbstractIn Chawla and Al-Zanaidi (J. Comput. Appl. Math. 89 (1997) 115–118) a fourth-order “almost” ...
The main focus of this paper is that in which the nonlinearity does not occur in the highest differe...
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