18 citations · 44 across the 15 of their papers we have counts for
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math.GR2007★ 1 cited
On the distribution of conjugacy classes between the cosets of a finite group in a cyclic extension
John R. Britnell, Mark Wildon
Let G be a finite group and H a normal subgroup such that G/H is cyclic. Given a conjugacy class g^G of G we define its centralizing subgroup to be HC_G(g). Let K be such that H\le…
math.GR2007★ 1 cited
Commuting elements in conjugacy classes: An application of Hall's Marriage Theorem
John R. Britnell, Mark Wildon
Let G be a finite group. Define a relation ~ on the conjugacy classes of G by setting C ~ D if there are representatives c \in C and d \in D such that cd = dc. In the case where G…