Groups St Andrews 2001 in Oxford: Volume 2

ISBN-13: 9780521537407 / Angielski / Miękka / 2003 / 318 str.

C. M. Campbell; E. F. Robertson; G. C. Smith

Opis

This two-volume set contains selected papers from the conference Groups St. Andrews 2001 in Oxford. Contributed by leading researchers, the articles cover a wide spectrum of modern group theory. Contributions based on lecture courses given by five main speakers are included with refereed survey and research articles. The Groups St. Andrews proceedings volumes represent a view of the state of the art in group theory and often play an important role in future developments in the subject.

Spis treści

Introduction; 27. Gracefulness, group sequencings and graph factorizations G. Kaplan, A. Lev and Y. Roditty; 28. Orbits in finite group actions T. M. Keller; 29. Groups with finitely generated integral homologies D. H. Kochloukova; 30. Invariants of discrete groups, Lie algebras and pro-p groups D. H. Kochloukova; 31. Groups with all non-subnormal subgroups of finite rank L. A. Kurdachenko and P. Soules; 32. On some infinite dimensional linear groups L. A. Kurdachenko and I. Y. Subbotin; 33. Groups and semisymmetric graphs S. Lipschutz and Ming-Yao Xu; 34. On the covers of finite groups M. S. Lucido; 35. Groupland O. Macedonska; 36. On maximal nilpotent pi-subgroups J Medina; 37. Characters of p-groups and Sylow p-subgroups A. Moretó; 38. On the relation between group theory and loop theory M. Niemenmaa; 39. Groups and lattices P. P. Pálfy; 40. Finite generalized tetrahedron groups with a cubic relator G. Rosenberger, M. Scheer and R. M. Thomas; 41. Character degrees of the Sylow p-subgroups of classical groups J. Sangroni; 42. Character correspondences and perfect isometries L. Sanus; 43. The characters of finite projective symplectic group PSp(4; q) M. A. Shahabi and H. Mohtadifar; 44. Exponent of finite groups with automorphisms P. Shumyatsky; 45. Classifying irreducible representations in characteristic zero A. Turull; 46. Lie methods in group theory M. R. Vaughan-Lee; 47. Chevalley groups of type G2 as automorphism groups of loops P. Vojtechovsky.