17 citations · 44 across the 18 of their papers we have counts for
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math.GR2003★ 2 cited
A property of alternating groups
Henry Cejtin, Igor Rivin
We describe an efficient algorithm to write any element of the alternating group A_n as a product of two n-cycles (in particular, we show that any element of A_n can be so written…
math.GR2003
A Remark on "Counting primitive elements in free groups" (by J. Burillo and E. Ventura)
Igor Rivin
We observe that a sharp result on the exponential growth rate of the number of primitive elements exists for the free group on two generators.