The following pages link to Automorphisms of Solvable Groups (Q3288159):
Displaying 25 items.
- Counterexamples to a rank analog of the Shepherd-Leedham-Green-McKay theorem on finite \(p\)-groups of maximal nilpotency class. (Q359351) (← links)
- On finite soluble groups with almost fixed-point-free automorphisms of noncoprime order. (Q498243) (← links)
- Automorphisms of finite groups of bounded rank (Q689864) (← links)
- Construction of finite p-groups that admit partitions (Q803275) (← links)
- Finite \(p\)-groups admitting an automorphism of order \(p\) with a small number of fixed points (Q1079656) (← links)
- Nilpotent periodic groups with an almost regular automorphism of prime order (Q1114008) (← links)
- Hughes problem for finite \(p\)-groups. (Q1115964) (← links)
- Space groups and groups of prime-power order. I (Q1141229) (← links)
- Nilpotent groups with lower central factors of minimal ranks (Q1158244) (← links)
- Groups in which the centralizer of a subgroup is of bounded order (Q1191438) (← links)
- On almost regular automorphisms of prime order (Q1204785) (← links)
- Almost regular automorphisms (Q1296173) (← links)
- The structure of finite \(p\)-groups: Effective proof of the coclass conjectures (Q1319407) (← links)
- Finite \(2\)-groups admitting an automorphism of order \(4\) with few fixed points (Q1346905) (← links)
- Almost regular automorphisms of finite groups of bounded rank (Q1357984) (← links)
- Lie rings with almost regular automorphisms. (Q1399189) (← links)
- On almost regular automorphisms of finite \(p\)-groups (Q1580859) (← links)
- Almost solubility of Lie algebras with almost regular automorphisms (Q1879650) (← links)
- On groups with a splitting automorphism of prime order (Q1903879) (← links)
- Pro-<i>p</i> groups of finite coclass (Q4008580) (← links)
- A computer aided classification of certain groups of prime power order (Q4132727) (← links)
- Restricted Lie algebras of maximal class (Q4254514) (← links)
- Finite 𝑝-groups with a Frobenius group of automorphisms whose kernel is a cyclic 𝑝-group (Q5179368) (← links)
- The origins of coclass theory (Q6139347) (← links)
- Groups, Lie rings and braces (Q6652819) (← links)
