Pages that link to "Item:Q1860697"

The following pages link to How many elements are needed to generate a finite group with good probability? (Q1860697):

Displaying 9 items.

• Crowns and factorization of the probabilistic zeta function of a finite group. (Q1400188) (← links)
• The probability of generating a finite linear group. (Q1764451) (← links)
• The expected number of random elements to generate a finite group. (Q1858260) (← links)
• The probability of generating a permutation group. (Q1881572) (← links)
• Minimal and random generation of permutation and matrix groups. (Q2438897) (← links)
• A bound on the expected number of random elements to generate a finite group all of whose Sylow subgroups are \(d\)-generated (Q2629077) (← links)
• On the probability of generating a minimal \(d\)-generated group (Q2765549) (← links)
• The probability of generating a soluble subgroup of a finite group (Q5294145) (← links)
• Random generation of associative algebras (Q6199306) (← links)