Groups, Difference Sets, and the Monster: Proceedings of a Special Research Quarter at the Ohio State University, Spring 1993K. T. Arasu Walter de Gruyter, 1996 - 461 Seiten Thisseries is devoted to the publication of monographs, lecture resp. seminar notes, and other materials arising from programs of the OSU Mathemaical Research Institute. This includes proceedings of conferences or workshops held at the Institute, and other mathematical writings. |
Inhalt
Barbara Baumeister | 3 |
Michael F Dowd | 23 |
Daniel Frohardt and Kay Magaard | 43 |
George Glauberman | 55 |
Note on Lie algebras finite groups and finite geometries | 73 |
Ernest Shult | 83 |
Smith | 93 |
Gernot Stroth | 99 |
Alexander Pott | 195 |
Mingyuan | 233 |
Qing Xiang | 239 |
Shogo Aoyama | 247 |
Imin Chen and Noriko | 255 |
John H Conway | 327 |
John H Conway | 345 |
Charles R Ferenbaugh | 363 |
Gernot Stroth | 117 |
K T Arasu James A Davis Jonathan Jedwab Siu Lun Ma Robert L McFarland | 129 |
James A Davis and Jonathan Jedwab | 145 |
Joel E Iiams Robert A Liebler and Kenneth W Smith | 157 |
David B Meisner | 169 |
Harriet Pollatsek | 175 |
Griess | 369 |
Koichiro Harada Masahiko Miyamoto and Hiromichi Yamada | 377 |
John McKay | 409 |
Paul S Montague | 411 |
Simon P Norton | 433 |
Andere Ausgaben - Alle anzeigen
Groups, Difference Sets, and the Monster: Proceedings of a Special Research ... K.T. Arasu,J.F. Dillon,K. Harada,S. Sehgal,R. Solomon Eingeschränkte Leseprobe - 2011 |
Häufige Begriffe und Wortgruppen
1)-difference set abelian group Arasu assume automorphism group class polynomials coefficients composition factors conjugate construction corresponding cosets cyclic define denote direct sum divisor element elementary abelian example exists exponent bound finite group fixed function g-module Galois genus zero geometry group G group of order group ring Hadamard difference sets Hauptmodul Hecke operators Hence imaginary quadratic integer invariant irreducible isomorphic Kac-Moody algebras lattice Lemma Let G Lie algebra Math matrices maximal Menon difference sets modular equation module Monster Monstrous Moonshine Moonshine multiplier nonabelian normal subgroup orbifold permutation points Proof Proposition relative difference sets representation result satisfies self-dual sets with parameters simple groups simple modules subgroup of G subset subspace Suppose Sylow p-subgroup symplectic Theorem theory To(N unique V₁ vector space Verma module vertex operator algebra
Beliebte Passagen
Seite 430 - Department of Applied Mathematics and Theoretical Physics, University of Cambridge, Silver Street, Cambridge CB3 9EW, UK...
Seite iii - KT (ed.) et al., Groups, difference sets, and the Monster. Proceedings of a special research quarter, Columbus, OH, USA, Spring 1993. Berlin: Walter de Gruyter, (ISBN 3-11-014791-2/hbk). Ohio State Univ. Math. Res. Inst. Publ. 4, 99-116 (1996).