Add to ORKGWe give a short introduction to the methods of representing polynomial and trigonometric series that are often used in Celestial Mechanics. A few applications are also illustrated
Variational and perturbation methods, together with their hybrids, are the most widely used techniqu...
The design and implementation of a modern algebraic manipulator for Celestial Mechanics are describe...
Approximation to the solutions of non-linear differential systems is very useful when the exact solu...
Abstract. We give a short introduction to the methods of representing polynomial and trigono-metric ...
Abstract. The aim of the paper is to present a modern algebraic system with specifically defined add...
This volume is an on-line reprint of the original book published 1972 by Springer-Verlag which was i...
AbstractEfficiency in handling Poisson series is essential to obtain high-accuracy analytical theori...
This volume is an on-line reprint of the original book published 1972 by Springer-Verlag which was i...
Abstract. Using the elimination of the parallax followed by the Delaunay normalization, we present a...
At the beginning of the second volume of his Méthodes nouvelles de la Mécanique Céleste Poincare ...
Perturbation theory is introduced by means of models borrowed from Celestial Mechanics, namely the t...
This paper describes an algorithm for implementing a perturbation method based on an asymptotic expa...
When we model any physical problems to mathematical form, the governing equations may be linear, non...
In a classical Symbolic Perturbation scheme,degeneracies are handled by substituting some polynomia...
The governing equations of mathematical, chemical, biological, mechanical and economical models are ...
Variational and perturbation methods, together with their hybrids, are the most widely used techniqu...
The design and implementation of a modern algebraic manipulator for Celestial Mechanics are describe...
Approximation to the solutions of non-linear differential systems is very useful when the exact solu...
Abstract. We give a short introduction to the methods of representing polynomial and trigono-metric ...
Abstract. The aim of the paper is to present a modern algebraic system with specifically defined add...
This volume is an on-line reprint of the original book published 1972 by Springer-Verlag which was i...
AbstractEfficiency in handling Poisson series is essential to obtain high-accuracy analytical theori...
This volume is an on-line reprint of the original book published 1972 by Springer-Verlag which was i...
Abstract. Using the elimination of the parallax followed by the Delaunay normalization, we present a...
At the beginning of the second volume of his Méthodes nouvelles de la Mécanique Céleste Poincare ...
Perturbation theory is introduced by means of models borrowed from Celestial Mechanics, namely the t...
This paper describes an algorithm for implementing a perturbation method based on an asymptotic expa...
When we model any physical problems to mathematical form, the governing equations may be linear, non...
In a classical Symbolic Perturbation scheme,degeneracies are handled by substituting some polynomia...
The governing equations of mathematical, chemical, biological, mechanical and economical models are ...
Variational and perturbation methods, together with their hybrids, are the most widely used techniqu...
The design and implementation of a modern algebraic manipulator for Celestial Mechanics are describe...
Approximation to the solutions of non-linear differential systems is very useful when the exact solu...