Information on permutations with maximum cycle length k
It is well known that permutation
of [n]={1,2,...,n} can be written uniquely (up to re-ordering)
as a product of disjoint cycles. The objects generated here are all
permutations of [n] that have no cycles of length longer than
k. When k=2, these permutations are called
Involutions.
The algorithm used is from the paper:
U. Taylor and F. Ruskey,
Fast Generation of Restricted Classes of Permutations,
Manuscript 1995.
Programs available:
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