A note on dual trail partition of a plane graph

A note on dual trail partition of a plane graph

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Article ID: iaor19921445
Country: Japan
Volume: E74-A
Issue: 7
Start Page Number: 1915
End Page Number: 1917
Publication Date: Jul 1991
Journal: Transactions of the Institute of Electronics, Information and Communication Engineers
Authors: , ,
Keywords: computational analysis
Abstract:

Given a plane graph G, a trail of G is said to be dual if it is also a trail in the geometric dual of G. The authors show that the problem of partitioning the edges of G into the minimum number of dual trails is NP-hard.

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