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1820 VIDAL COMMUNICATIONS IN ALGEBRA, 22(5), 1821-1832 (1994) [L-L] T. Y. LAM and A. LEROY. Vandermonde and Wronskian
 

Summary: \
1820 VIDAL COMMUNICATIONS IN ALGEBRA, 22(5), 1821-1832 (1994)
[L-L] T. Y. LAM and A. LEROY. Vandermonde and Wronskian
Matrices over Division Rings, J. of Algebra 119 (1988),
308-336.
GENERATORS AND RELATIONS OF INVARIANTS
Received: December 1992
OF 2 X 2 MATRICES
Revised: August 1993
Helmer Aslaksen, Eng-Chye Tan and Chen-bo Zhu
Department of Mathematics
National University of Singapore
Singapore 0511
Republic of Singapore
mathelmr(mattanec,matzhucb)~nusunix.nus.sg
1 Introduction'
Let G be a classical group of matrices of order n x n over F, where F is IR or
C. Let G act on m-tuples of n x n matrices by simultaneous conjugation. In
[3,9, 11J systems of generators of the polynomial invariants were given. These
sets, however, contain infinitely many generators. When n = 2, it is possible

  

Source: Aslaksen, Helmer - Department of Mathematics, National University of Singapore

 

Collections: Mathematics