Symmetries of polynomials

Authors
Berchenko, I Olver, PJ
Citation
I. Berchenko et Pj. Olver, Symmetries of polynomials, J SYMB COMP, 29(4-5), 2000, pp. 485-514
Citations number
34
Categorie Soggetti
Engineering Mathematics
Journal title
JOURNAL OF SYMBOLIC COMPUTATION
ISSN journal
07477171 → ACNP
Volume
29
Issue
4-5
Year of publication
2000
Pages
485 - 514
Database
ISI
SICI code
0747-7171(200004/05)29:4-5<485:SOP>2.0.ZU;2-D
Abstract
New algorithms for determining discrete and continuous symmetries of polyno mials-also known as binary forms in classical invariant theory-are presente d, and implemented in MAPLE. The results are based on a new, comprehensive theory of moving frames that completely characterizes the equivalence and s ymmetry properties of submanifolds under general Lie group actions. (C) 200 0 Academic Press.