AbstractWe give a formula for efficient steplength control in numerical integration, based on comparison of the numerical solution with a solution of lower order
textFinite-difference methods for computing the derivative of a function with respect to an independ...
Difference methods for asymptotic estimates of errors at numerical integration of systems of ordinar...
Local error control for optimization of numerical integration orbit calculation technique
AbstractWe give a formula for efficient steplength control in numerical integration, based on compar...
AbstractNumerical integration techniques which have been previously thought of as distinct are shown...
AbstractA very simple way of selecting the step size when solving an initial problem for a system of...
This paper reviews the recent advances in developing automatic control algo-rithms for the numerical...
In Part 1 step-by-step methods are examined critically and emphasis is placed on the dependence of t...
AbstractIn this study, the step size strategies are obtained such that the local error is smaller th...
AbstractThe effect of the local approximation error on the stepsize control at one-step methods, whi...
Abstract. Implicit integration schemes for ODEs, such as Runge-Kutta and Runge-Kutta-Nyström method...
Abstract: In this paper, we have obtained the step size strategies for numerical integration of the ...
AbstractCodes for the solution of the initial value problem for a system of ordinary differential eq...
The purpose of this thesis is to study the factors involved in determining a most efficient method f...
AbstractThe author proposes some stable and convergent two-point integration formulae which are part...
textFinite-difference methods for computing the derivative of a function with respect to an independ...
Difference methods for asymptotic estimates of errors at numerical integration of systems of ordinar...
Local error control for optimization of numerical integration orbit calculation technique
AbstractWe give a formula for efficient steplength control in numerical integration, based on compar...
AbstractNumerical integration techniques which have been previously thought of as distinct are shown...
AbstractA very simple way of selecting the step size when solving an initial problem for a system of...
This paper reviews the recent advances in developing automatic control algo-rithms for the numerical...
In Part 1 step-by-step methods are examined critically and emphasis is placed on the dependence of t...
AbstractIn this study, the step size strategies are obtained such that the local error is smaller th...
AbstractThe effect of the local approximation error on the stepsize control at one-step methods, whi...
Abstract. Implicit integration schemes for ODEs, such as Runge-Kutta and Runge-Kutta-Nyström method...
Abstract: In this paper, we have obtained the step size strategies for numerical integration of the ...
AbstractCodes for the solution of the initial value problem for a system of ordinary differential eq...
The purpose of this thesis is to study the factors involved in determining a most efficient method f...
AbstractThe author proposes some stable and convergent two-point integration formulae which are part...
textFinite-difference methods for computing the derivative of a function with respect to an independ...
Difference methods for asymptotic estimates of errors at numerical integration of systems of ordinar...
Local error control for optimization of numerical integration orbit calculation technique
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