Computers in Nonassociative Rings and Algebras

Content: 
Front Matter, Page iii
Copyright, Page iv
List of Contributors, Pages vii-viii
Preface, Page ix
EXAMPLES, COUNTEREXAMPLES AND THE COMPUTER, Pages 1-12, Erwin Kleinfeld
PROCESSING IDENTITIES BY GROUP REPRESENTATION, Pages 13-40, Irvin Roy Hentzel
AN UNNATURAL ATTACK ON THE STRUCTURE PROBLEM FOR THE FREE JORDAN RING ON 3 LETTERS: AN APPLICATION OF QUAD ARITHMETIC, Pages 41-138, B.T. Smith, L.T. Wos
ON THE INVARIANTS OF A LIE GROUP. I, Pages 139-155, Hans Zassenhaus
COMPUTATION OF CASIMIR INVARIANTS OF LIE ALGEBRAS, Pages 157-165, C.W. Conatser, P.L. Huddleston
COMPUTING THE STRUCTURE OF A LIE ALGEBRA, Pages 167-188, Robert E. Beck, Bernard Kolman, Ian N. Stewart
WHAT IS THE TYPICAL NILPOTENT LIE ALGEBRA?, Pages 189-207, Eugene M. Luks
INTEGER CLEBSCH-GORDAN COEFFICIENTS FOR LIE ALGEBRA REPRESENTATIONS, Pages 209-234, Johan G.F. Belinfante
THE COMPUTATION OF BRANCHING RULES FOR REPRESENTATIONS OF SEMISIMPLE LIE ALGEBRAS, Pages 235-277, W. McKay, J. Patera, D. Sankoff
SYMMETRIZED KRONECKER POWERS OF REPRESENTATIONS OF SEMISIMPLE LIE ALGEBRAS, Pages 279-293, Nigel Backhouse
Index, Pages 295-297