Zeros of covariant vector fields for the point groups : invariant formulation

Type: Article

Publication Date: 1984-01-01

Citations: 92

DOI: https://doi.org/10.1051/jphys:019840045010100

Locations

  • Journal de physique - View

Similar Works

Action Title Year Authors
+ The action of the orthogonal group on planar vectors: invariants, covariants and syzygies 2013 Guillaume Dhont
B.I. ZĄilinskiı́
+ The action of the special orthogonal group on planar vectors: integrity bases via a generalization of the symbolic interpretation of Molien functions 2014 Guillaume Dhont
Frédéric Patras
B.I. ZĄilinskiı́
+ Polynomial infinitesimal generators of Lie’s Symmetries for polynomial planar vector fields 2000 Javier Chavarriga
Isaac A. GarcĂ­a
Jaume Giné
+ The derivation of generalised integrity bases for finite orthogonal groups and counting rules for numerator invariants and covariants 1979 A. G. McLellan
+ Orthogonal polynomial bases of the orthogonal and symplectic groups 1982 W. H. Klink
Tuong Ton-That
+ Polynomial irreducible tensors for point groups 1978 J. Patera
R. T. Sharp
P. Winternitz
+ Polynomial representations of the orthogonal groups 1986 W. H. Klink
Tuong Ton-That
+ Indices of polynomial vector fields with applications 1988 Anna Cima Mollet
+ PDF Chat The orthogonal group action on spatial vectors: invariants, covariants, and syzygies 2015 Guillaume Dhont
Patrick Cassam-Chenaı̈
B.I. ZĄilinskiı́
Frédéric Patras
+ PDF Chat Two-Dimensional Homogeneous Cubic Systems: Classification and Normal Forms—VI 2020 V. V. Basov
A. S. Chermnykh
+ Orthogonal polynomials—centroid of their zeroes 2008 A. Ronveaux
+ Basic Invariant Theory for Binary Forms 1999 Peter J. Olver
+ Determination of the orbit spaces of non-coregular compact linear groups with one relation among the basic polynomial invariants in the $\hat P$-matrix approach 2000 G. Sartori
G. Valente
+ Minimal Integrity Bases and Irreducible Function Bases of Isotropic Invariants of A Third Order Symmetric Tensor 2017 Yannan Chen
Liqun Qi
Wennan Zou
+ Invariant theory of planar polynomial vector fields 2021 Joan C. Artés
Jaume Llibre
Dana Schlomiuk
Nicolae Vulpe
+ PDF Chat Two-dimensional homogeneous cubic systems: classification and normal forms — IV 2017 V. V. Basov
A. S. Chermnykh
+ PDF Chat Flat bases of invariant polynomials and P̂-matrices of E7 and E8 2010 Vittorino Talamini
+ PDF Chat Two-dimensional homogeneous cubic systems: Classification and normal forms–III 2017 V. V. Basov
A. S. Chermnykh
+ Algebraic Classification of a Kind of Cubic Polynomial System and Its Applications 2005 Li Xuemin
+ Orthogonal polynomials and cubic transformations 1993 Francisco MarcellĂĄn
Gabriela Sansigre