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The label of a Belyi map has the form $d$T$G$-[$a$,$b$,$c$]-$\lambda_0$-$\lambda_1$-$\lambda_\infty$-$g$ where $d$ is the degree of the map, $G$ is the transitive group number, $[a,b,c]$ are the orders of the elements in the permutation triple, $\lambda_i$ are partitions of $d$, and $g$ is the genus.

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  • Review status: beta
  • Last edited by Michael Musty on 2018-07-18 18:28:26
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