isogonal

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i·so·gon·ic

 (ī′sə-gŏn′ĭk) also i·sog·o·nal (ī-sŏg′ə-nəl)
adj.
Having equal angles.

i•sog•o•nal

(aɪˈsɒg ə nl)

adj.
1. equiangular; isogonic.
n.
[1855–60]
Translations
References in periodicals archive ?
Graph r is called a vertex-transitive graph, if, for any x, y [member of] V, there is some [pi] in Aut([GAMMA]), the automorphism group of [bar.[GAMMA]], such that [pi](x) = y.
It is known that [MATHEMATICAL EXPRESSION NOT REPRODUCIBLE IN ASCII] is vertex-transitive but not edge-transitive, see [8].
Buratti, Sharply vertex-transitive Hamiltonian cycle systems of the complete and cocktail party graph, preprint.
[20] gives an overview on Hamiltonian cycles and paths in vertex-transitive graphs.
Thomassen, "Tilings of the torus and the Klein bottle and vertex-transitive graphs on a fixed surface," Transactions of the American Mathematical Society, vol.