Algorithmic Methods for Lie Pseudogroups (1993)
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by
Joachim Schu
,
Werner M. Seiler
,
Jacques Calmet
| Citations: | 21 - 15 self |
BibTeX
@MISC{Schu93algorithmicmethods,
author = {Joachim Schu and Werner M. Seiler and Jacques Calmet},
title = {Algorithmic Methods for Lie Pseudogroups},
year = {1993}
}
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Abstract
this paper, we will present such an algorithm and its implementation in the computer algebra system AXIOM.
Citations
| 711 | Application of Lie groups to differential equations - Olver - 1986 |
| 114 | Symmetries and Differential equations - Bluman, Kumei - 1989 |
| 88 | editors. axiom The Scientific Computation System - Jenks, Sutor - 1992 |
| 39 | Differential Gröbner Bases - Mansfield, Fackerell - 1992 |
| 17 | Leçons sur les Systèmes d’ Èquations aux Derivées Partielles (Gauthier-Villars - Janet - 1929 |
| 16 | On the arbitrariness of the general solution of an involutive partial differential equation - Seiler - 1994 |
| 2 | Symmetries and Involution Systems: Some Experiments in Computer Algebra - Schwarz - 1987 |
| 1 | Sutor: AXIOM -- The Scientific ComputationSystem - Jenks, S - 1992 |
| 1 | Haddak: Effective Methods for Algebraic Partial Differential Equations - Pommaret, A - 1991 |
| 1 | Vassiliou: Invariance under Reciprocal Transformations - Rogers, Oevel, et al. - 1992 |
| 1 | Implementierung des Cartan-Kuranishi-Theorems in AXIOM, diploma thesis (in german - Schu - 1992 |
