The following pages link to How abelian is a finite group? (Q4102047):
Displaying 18 items.
- Bounding the order of abelian \(p\)-subgroups of rank \(k\) of symmetric groups of degree \(n\) (Q304569) (← links)
- Lines imply spaces in density Ramsey theory (Q788721) (← links)
- Ernst G. Straus (1922-1983) (Q800339) (← links)
- Minimal covers of \(S_ n\) by Abelian subgroups and maximal subsets of pairwise noncommuting elements (Q1117036) (← links)
- Groups without faithful transitive permutation representations of small degree (Q1369259) (← links)
- On extreme points of the diffusion polytope (Q1620538) (← links)
- Covering the symmetric groups with proper subgroups. (Q1775548) (← links)
- Some applications of graph theory to finite groups (Q1836678) (← links)
- Abelian sections of the symmetric groups with respect to their index (Q2071766) (← links)
- A note on abelian subgroups of maximal order (Q2192701) (← links)
- Roth-type theorems in finite groups (Q2509729) (← links)
- How abelian is a finite group? (Q2785567) (← links)
- Complexity and randomness in the Heisenberg groups (and beyond) (Q3380361) (← links)
- Maximal non-commuting set in 2-generated p-groups of class two (Q4585764) (← links)
- Hultman Numbers and Generalized Commuting Probability in Finite Groups (Q4637114) (← links)
- How abelian is a finite-dimensional Lie algebra? (Q4807674) (← links)
- Proof of the Brown–Erdős–Sós conjecture in groups (Q4958663) (← links)
- Nilpotent subgroups of class 2 in finite groups (Q5097311) (← links)
