 | 1 | initial version |
I was wondering if someone could help me determine whether a graph admits a semiregular automorphism, based on the following definition.
A non-identity automorphism of a graph is semiregular, in particular, $(k, n)$-semiregular if it has $k$ cycles of equal length $n$ in its cycle decomposition.
Thank you so much.
| | 2 | retagged |
I was wondering if someone could help me determine whether a graph admits a semiregular automorphism, based on the following definition.
A non-identity automorphism of a graph is semiregular, in particular, $(k, n)$-semiregular if it has $k$ cycles of equal length $n$ in its cycle decomposition.
Thank you so much.
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