32 research outputs found
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Abstract Polycyclic configurations constitute a generalization of the well-known class of cyclic configurations. They admit a concise description via voltage graphs over cyclic groups. Polycyclic (vk) configurations are considered for k = 2; 3; 4. The structure of polycyclic configurations can be used in some cases to generate a rotational straight-line drawing of such configurations in the Euclidean plane