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Even cycles with prescribed chords in planar cubic graphs
Authors:Herbert Fleischner
Affiliation:Institut für Informationsverarbeitung der Österreichischen Akademie der Wissenschaften, Wien, Austria
Abstract:The following result is being proved. Theorem: Let e be an arbitrary line of the 2-connected, 3-regular, planar graph G such that e does not belong to any cut set of size 2. The G contains an even cycle for which e is a chord.
Keywords:
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