Pages that link to "Item:Q852923"

The following pages link to Transitive permutation groups in which all derangements are involutions. (Q852923):

Displaying 10 items.

• Primitive permutation groups and derangements of prime power order. (Q276066) (← links)
• Transitive permutation groups where nontrivial elements have at most two fixed points. (Q479274) (← links)
• On a relation between the rank and the proportion of derangements in finite transitive permutation groups. (Q490920) (← links)
• On the normal subgroup with exactly two \(G\)-conjugacy class sizes. (Q1044827) (← links)
• Finite groups whose irreducible characters vanish only on \(p\)-elements. (Q2378549) (← links)
• Brauer characters of $q’$- degree (Q2964021) (← links)
• Frobenius Pairs with Perfect Involutions (Q3409461) (← links)
• Designs and codes from involutions of <i>A_n</i> (Q5089982) (← links)
• On problems concerning fixed-point-free permutations and on the polycirculant conjecture-a survey (Q5135720) (← links)
• A note on Frobenius groups (Q5902071) (← links)