Embedding Quartic Eulerian Digraphs on the Plane
Dan Archdeacon, Paul Bonnington, Bojan Mohar

TL;DR
This paper investigates the minimal obstructions for embedding 4-regular Eulerian digraphs on the plane, classifying those with parallel arcs and analyzing their properties within a cycle removal partial order.
Contribution
It provides a classification of all obstructions with parallel arcs and explores their properties in the context of planar embeddings of Eulerian digraphs.
Findings
Classified all obstructions with parallel arcs.
Analyzed properties of minimal obstructions.
Connected obstructions to cycle removal order.
Abstract
Minimal obstructions for embedding 4-regular Eulerian digraphs on the plane are considered in relation to the partial order defined by the cycle removal operation. Their basic properties are provided and all obstructions with parallel arcs are classified.
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Taxonomy
Topicsgraph theory and CDMA systems · Advanced Graph Theory Research · Interconnection Networks and Systems
