Regular Cayley maps for cyclic groups
An orientably-regular map $ M $ is a 2-cell embedding of a connected graph in a closed,
orientable surface, with the property that the group $\mathrm {Aut}^\textrm {o} M $ of all …
orientable surface, with the property that the group $\mathrm {Aut}^\textrm {o} M $ of all …
[PDF][PDF] REGULAR CAYLEY MAPS FOR CYCLIC GROUPS
MDE CONDER, TW TUCKER - AMERICAN MATHEMATICAL …, 2014 - scholar.archive.org
An orientably-regular map M is a 2-cell embedding of a connected graph in a closed,
orientable surface, with the property that the group AutoM of all orientation-preserving …
orientable surface, with the property that the group AutoM of all orientation-preserving …
[引用][C] Regular Cayley maps for cyclic groups
MDE Conder, TW Tucker - Transactions of the American …, 2014 - dialnet.unirioja.es
Regular Cayley maps for cyclic groups
M Conder, T Tucker - Transactions of the American Mathematical Society, 2014 - ams.org
An orientably-regular map $ M $ is a 2-cell embedding of a connected graph in a closed,
orientable surface, with the property that the group $\mathrm {Aut}^\textrm {o} M $ of all …
orientable surface, with the property that the group $\mathrm {Aut}^\textrm {o} M $ of all …
REGULAR CAYLEY MAPS FOR CYCLIC GROUPS
MDE CONDER, TW TUCKER - TRANSACTIONS OF THE AMERICAN …, 2014 - JSTOR
An orientably-regular map M is a 2-cell embedding of a connected graph in a closed,
orientable surface, with the property that the group Aut° M of all orientation-preserving …
orientable surface, with the property that the group Aut° M of all orientation-preserving …