Finite linear groups and bounded generation

Type: Article

Publication Date: 2001-03-01

Citations: 38

DOI: https://doi.org/10.1215/s0012-7094-01-10718-7

Locations

  • Duke Mathematical Journal - View

Similar Works

Action Title Year Authors
+ PDF Chat BOUNDED GENERATION AND LINEAR GROUPS 2003 Mikl贸s Ab茅rt
Alexander Lubotzky
L谩szl贸 Pyber
+ POLYNOMIAL INDEX GROWTH GROUPS 2000 Antal Balog
L谩szl贸 Pyber
Avinoam Mann
+ None 2000 Balog
+ Finite p-Solvable Linear Groups with a Cyclic Sylow p-Subgroup 1967 D. L. Winter
+ Finite linear groups having an abelian Sylow subgroup 1972 Henry S. Leonard
+ BOUNDED GENERATION AND SUBGROUP GROWTH 2002 L. Pyber
+ Adelic Profinite Groups 1997 袙. 袩. 袩谢邪褌芯薪芯胁
B. Sury
+ Profinite groups with many elements of bounded order 2020 Alir茅za Abdollahi
Meisam Soleimani Malekan
+ Finitely generated groups of polynomial subgroup growth 1993 Alexander Lubotzky
Avinoam Mann
Dan Segal
+ Finitely Generated Linear Groups 1973 B. A. F. Wehrfritz
+ Groups of finite rank 1964 Martin Arkowitz
C. R. Curjel
+ Finite groups 2015 Anthony G. O鈥橣arrell
Ian Short
+ Pro-finite p-adic Lie algebras 2007 Leland McInnes
David M. Riley
+ Discrete Linear Groups containing Arithmetic Groups 2009 Indira Chatterji
T. N. Venkataramana
+ Finite groups with large Noether number are almost cyclic 2017 P谩l Heged眉s
Attila Mar贸ti
L谩szl贸 Pyber
+ Finite groups with large Noether number are almost cyclic 2017 P谩l Heged眉s
Attila Mar贸ti
L谩szl贸 Pyber
+ Subgroups of prescribed finite index in linear groups 1987 B. A. F. Wehrfritz
+ Linear groups with bounded cyclic subgroups 1967 Yu. I. Merzlyakov
+ Finite Groups 1976 A. A. Kirillov
+ Finite Groups 2019 Palash B. Pal