The Santa Cruz Conference on Finite Groups / [electronic resource] [edited by Bruce Cooperstein and Geoffrey Mason]. - Providence, R.I. : American Mathematical Society, 1980. - 1 online resource (xviii, 634 p. : ill.) - Proceedings of symposia in pure mathematics, v. 37 0082-0717 (print); 2324-707X (online); .

Includes bibliographies.

An outline of the classification of finite simple groups / Groups of characteristic $2$-type / Aschbacher blocks / Some results on standard blocks / Signalizer functors in groups of characteristic $2$ type / The $B$-conjecture: $2$-components in finite simple groups / The maximal $2$-component approach to the $B(G)$ conjecture / Finite groups having an involution centralizer with a $2$-component of dihedral type / On Chevalley groups over fields of odd order, the unbalanced group conjecture and the $B(G)$-conjecture / Remarks on certain standard component problems and the unbalanced group conjecture / Odd standard components / Standard subgroups of Chevalley type of rank $2$ and characteristic $2$ / Standard subgroups of type $G_(3)$ / Open standard form problems / Groups generated by a conjugacy class of involutions / The classification of finite groups with large extraspecial $2$-subgroups / Some characterization theorems / On finite groups whose Sylow $2$-subgroups are contained in unique maximal subgroups / Groups having a self-centralizing elementary abelian subgroup of order $16$ / $p$-local subgroups / Local analysis in the odd order paper / Finite groups with a split $BN$-pair of rank one / Finite groups of low $2$-rank, revisited / Quasithin groups / Zusammengesetzte Gruppen: H�olders Programm heute / Some consequences of the classification of finite simple groups / Graphs, singularities, and finite groups / Works on finite group theory by some Chinese mathematicians / The prime graph components of finite groups / $\pi $-solvability and nilpotent Hall subgroups / On maximal subgroups with a nilpotent subgroup of index $2$ / Automorphisms of nilpotent groups and supersolvable orders / A short survey of Fitting classes / Transfer theorems / Problem areas in infinite group theory for finite group theorists / Classification theorems for torsion-free groups / Properties of the known simple groups / The root groups of a maximal torus / Geometry of long root subgroups in groups of Lie type / $S$- and $F$-pairs for groups of Lie type in characteristic two / Geometric questions arising in the study of unipotent elements / Kleinian singularities and unipotent elements / The construction of $J_$ / Schur multipliers of the known finite simple groups. II / $2$-local geometries for some sporadic groups / Problems concerning characters of finite groups of Lie type / Daniel Gorenstein -- Michael Aschbacher -- Richard Foote -- Ronald Solomon -- Richard Lyons -- John H. Walter -- Ronald Solomon -- Morton E. Harris -- Morton E. Harris -- Kensaku Gomi -- Robert Gilman -- Izumi Miyamoto -- Hiromichi Yamada -- Larry Finkelstein -- F. Timmesfeld -- Stephen D. Smith -- Sergei Syskin, A. -- Bernd Stellmacher -- G. Stroth -- George Glauberman -- George Glauberman -- Michio Suzuki -- Koichiro Harada -- Geoffrey Mason -- Helmut Wielandt -- Walter Feit -- John McKay -- Hsio Fu Tuan -- J. S. Williams -- Zvi Arad and David Chillag -- Zvi Arad, Marcel Herzog and Ahiezer Shaki -- Anthony Hughes -- A. R. Camina -- Tomoyuki Yoshida -- Gilbert Baumslag -- L. G. Kov�acs -- Gary M. Seitz -- Gary M. Seitz -- B. Cooperstein -- B. Cooperstein -- T. A. Springer -- Robert Steinberg -- Simon Norton -- Robert L. Griess, Jr. -- M. A. Ronan and S. D. Smith -- Charles W. 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Electronic reproduction.
Providence, Rhode Island :
American Mathematical Society.
2012


Mode of access : World Wide Web

9780821893265 (online)


Finite groups--Congresses.

QA171 / .S26 1979

512/.2
The Institute of Mathematical Sciences, Chennai, India

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