A correction of a characterization of planar partial cubes

Abstract

In this note we determine the set of expansions such that a partial cube is planar if and only if it arises by a sequence of such expansions from a single vertex. This corrects a result of Peterin.

4 pages, 3 figures

References in corpus (1)

• Hypercellular graphs: partial cubes without $Q_3^{-}$ as partial cube minor