Preuve Algebrique Du Critere De Planarite De Wu-Liu

Author:

Rosenstiehl P.

Publisher

Elsevier

Reference12 articles.

1. Graphes et hypergraphes;Berge,1970

2. J.C. Fournier, Propriétés combinatoires et algébriques des graphes planaires, Journées de Combinatoire et Informatique, C.N.R.S., Université de Bordeaux I (1975) 153–179.

3. R.B. Levow, On Tutte's algebraic approach to the theory of crossing numbers, Proc. 3rd S-E Conf. Combinatorics, Graph Theory and Computing (1972) 315–324.

4. Récréations Mathématiques;Lucas,1960

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1. Orthogonal drawings of graphs for the automation of VLSI circuit design;Journal of Computer Science and Technology;1999-09

2. On boolean characterizations of planarity and planar embeddings of graphs;Annals of Operations Research;1990-12

3. An Improved Algorithm for Planarity Testing Based on Wu-Liu's Criterion;Annals of the New York Academy of Sciences;1989-12

4. A new approach to the linearity of testing planarity of graphs;Acta Mathematicae Applicatae Sinica;1988-08

5. A characterization of planar graphs by trémaux orders;Combinatorica;1985-06

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