Pages that link to "Item:Q694241"

The following pages link to Thompson's conjecture for simple groups with connected prime graph. (Q694241):

Displaying 12 items.

• Thompson's group \(F\) is 1-counter graph automatic. (Q285894) (← links)
• On Thompson's conjecture for alternating and symmetric groups of degree greater than 1361. (Q338018) (← links)
• Thompson's conjecture for some finite simple groups with connected prime graph. (Q354472) (← links)
• On automorphisms of strongly regular graphs with parameters \((99, 42, 21, 15)\) and \((99, 56, 28, 36)\) (Q382203) (← links)
• Characterization of \(\text{PGL}(2,p)\) by its order and one conjugacy class size. (Q902258) (← links)
• On Thompson's conjecture for alternating groups of large degree (Q2360386) (← links)
• Thompson's conjecture for finite simple groups of Lie type \(B_n\) and \(C_n\). (Q2629554) (← links)
• A Lower Bound of Conjugacy Class Length of Symmetric Group (Q2831804) (← links)
• Thompson’s conjecture on conjugacy class sizes for the simple group PSUn(q) (Q4588875) (← links)
• Thompson’s conjecture for alternating groups (Q4634062) (← links)
• On Thompson’s conjecture for finite simple groups (Q5238161) (← links)
• On characterization of a finite group with non-simple socle by the set of conjugacy class sizes (Q6100744) (← links)