ntrg.math unideb.hu

Number Theory Research Group University of Debrecen

Number Theory Research Group. Collaboration K 7 graph. We define the collaboration graph G of the research group as follows. The graph G has as vertices all members of the research group and all co-authors of the members, with an edge joining u and v if u and v have published a joint paper. The maximal complete subgraph of G is isomorphic to K 7 . Labels indicate the number of joint papers. Blue numbers denote special article. Green numbers denote work in progress papers.
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Üdvözöljük honlapunkon! Debreceni Egyetem, Matematikai Intézet

H-4032 Debrecen, Egyetem tér 1. Teaching Mathematics and Computer Science. Uuml;nnepélyes eredményhirdetés és társasjáték est.

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Number Theory Research Group University of Debrecen

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Number Theory Research Group. Collaboration K 7 graph. We define the collaboration graph G of the research group as follows. The graph G has as vertices all members of the research group and all co-authors of the members, with an edge joining u and v if u and v have published a joint paper. The maximal complete subgraph of G is isomorphic to K 7 . Labels indicate the number of joint papers. Blue numbers denote special article. Green numbers denote work in progress papers.

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The domain ntrg.math.unideb.hu has the following on the web site, "Collaboration K 7 graph." I analyzed that the webpage also said " We define the collaboration graph G of the research group as follows." They also stated " The graph G has as vertices all members of the research group and all co-authors of the members, with an edge joining u and v if u and v have published a joint paper. The maximal complete subgraph of G is isomorphic to K 7 . Labels indicate the number of joint papers. Blue numbers denote special article. Green numbers denote work in progress papers."

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