Note sur le théorème des demi-degrés

C. Lenormand; J. F. Perrot

doi:10.1051/m2an/197004R200291

All issues

Volume 4 / No R2 (1970)

R.I.R.O., 4 R2 (1970) 29-31

References

Free Access

Issue		R.I.R.O. Volume 4, Number R2, 1970


Page(s)		29 - 31
DOI		https://doi.org/10.1051/m2an/197004R200291
Published online		01 February 2017

BERGE (C.). Théorie des graphes et ses applications, Dunod, Paris, 1963. [MR: 155312] [Zbl: 0121.40101] [Google Scholar]
HAKIMI (S. L.). « On realizability of a set of integers as degrees of the vertices of a linear graph », I. SIAM Journal,10 (1968), 496-506; II. idem, 11 (1963), 135-147. [MR: 148049] [Zbl: 0109.16501] [Google Scholar]
NETTO (E.). Lehrbuch der Kombinatorik (1927) repr. Chelsea. [JFM: 53.0073.09] [Google Scholar]
[4] Rapport final de la Convention de Recherche DGRST 65 FR 002, dit « Contrat Graphes ». Polycopié, Institut de Programmation, Faculté des Sciences de Paris. (1967). [Google Scholar]

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[1] BERGE (C.). Théorie des graphes et ses applications, Dunod, Paris, 1963. [MR: 155312] [Zbl: 0121.40101] [Google Scholar]

[2] HAKIMI (S. L.). « On realizability of a set of integers as degrees of the vertices of a linear graph », I. SIAM Journal,10 (1968), 496-506; II. idem, 11 (1963), 135-147. [MR: 148049] [Zbl: 0109.16501] [Google Scholar]

[3] NETTO (E.). Lehrbuch der Kombinatorik (1927) repr. Chelsea. [JFM: 53.0073.09] [Google Scholar]

[4] [4] Rapport final de la Convention de Recherche DGRST 65 FR 002, dit « Contrat Graphes ». Polycopié, Institut de Programmation, Faculté des Sciences de Paris. (1967). [Google Scholar]