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Show that if a planar graph G is cubic (all degrees = 3) and if its dual G* is vertex 3-colorable, then every face of
Show that if a planar graph G is cubic (all degrees = 3) and if its dual G* is vertex 3-colorable, then every face of G has an even boundary.
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Data Management Databases And Organizations
Authors: Richard T. Watson
6th Edition
1943153035, 978-1943153039
