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Seidel-equivalence inLB3(6) graphs
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http://hub.abes.fr/springer/periodical/10/1972/volume_8/issue_3/w
Title
Seidel-equivalence inLB3(6) graphs
has manifestation of work
http://hub.abes.fr/springer/periodical/10/1972/volume_8/issue_3/B95706E9E7BE0B21E053120B220A5098/m/web
http://hub.abes.fr/springer/periodical/10/1972/volume_8/issue_3/B95706E9E7BE0B21E053120B220A5098/m/print
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http://hub.abes.fr/springer/periodical/10/1972/volume_8/issue_3/B95706E9E7BE0B21E053120B220A5098/authorship/2
http://hub.abes.fr/springer/periodical/10/1972/volume_8/issue_3/B95706E9E7BE0B21E053120B220A5098/authorship/1
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http://hub.abes.fr/springer/periodical/10/1972/volume_8/issue_3/B95706E9E7BE0B21E053120B220A5098/bhatvasantin
http://hub.abes.fr/springer/periodical/10/1972/volume_8/issue_3/B95706E9E7BE0B21E053120B220A5098/shrikhandess
Abstract
Abstract. It is proved that the Seidel-equivalent of aLB3(6) graphG with respect to a partition (W1,W2) of its vertex set is a pseudo-LB3(6) graph if and only ifW1 consists of six vertices lying on a line ofG.
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Research Papers
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BF01844502
Date Copyrighted
1973
Rights Holder
Birkhäuser Verlag
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aequationes mathematicae
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