Groups St Andrews 1989
Groups St Andrews 1989
Volume 1:
C. M. Campbell, University of St Andrews, Scotland
E. F. Robertson, University of St Andrews, Scotland
E. F. Robertson, University of St Andrews, Scotland
March 1991
1
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9780521398497
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These volumes contain selected papers presented at the international conference on group theory held in St Andrews in 1989. The themes of the conference were combinatorial and computational group theory; four leading group theorists (J. A. Green, N. D. Gupta, O. H. Kegel and J. G. Thompson) gave courses whose content is reproduced here. Also included are refereed papers presented at the meeting. The many articles with their wealth of references demonstrate the richness and vitality of modern group theory and its varied connections with other areas of mathematics. These will be essential references for research and postgraduate mathematicians whose work involves group theory.
Product details
March 1991Paperback
9780521398497
264 pages
228 × 152 × 15 mm
0.412kg
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Table of Contents
- Introduction
- 1. Triply factorized groups B. Amberg
- 2. An introduction to a class of two relator groups I. L. Anshel
- 3. An infinite family of nonabelian simple table algebras not induced by finite nonabelian simple groups Z. Arad and H. Blau
- 4. Horace Y. Mochizuki: In Memoriam S. Bachmuth
- 5: Bounds on character degrees and class numbers of finite nonabelian simple groups E. A. Bertram and M. Herzog
- 6. Finite presentability and Heisenberg representations C. J. B. Brookes
- 7. On nilpotent groups acting on Klein surfaces E. Bujalance and G. Gromadzki
- 8. Some algorithms for polycyclic groups F. B. Cannonito
- 9. On the regularity conditions for coloured graphs A. F. Costa
- 10. Multiplet classification of highest weight modules over quantum universal enveloping algebras: the Uq(SL(3,C)) example V. K. Dobrev
- 11. Solutions of certain sets of equations over groups M. Edjvet
- 12. Generalizing algebraic properties of Fuchsian groups B. Fine and G. Rosenberger
- 13. A theorem on free products of special abelian groups A. M. Gaglione and H. V. Waldinger
- 14. Schur algebras and general linear groups J. A. Green
- 15. On Coxeter's groups Gp,q,r L. C. Grove and J. M. McShane
- 16. Integral dimension subgroups N. D. Gupta.
