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- W3094292140 abstract "We consider the following problem posed by Volkmann in 2007: How close to regular must a c-partite tournament be, to secure a strongly connected subtournament of order $c$? We give sufficient conditions on the regularity of balanced $c$-partite tournaments to assure the existence of strong maximal subtournament with minimum degree at least $leftlfloor frac{c-2}{4}rightrfloor+1$. We obtain this result as an application of counting the number of subtournaments of order $c$ for which a vertex has minimum out-degree (resp. in-degree) at most $qgeq 0$." @default.
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- W3094292140 date "2020-10-19" @default.
- W3094292140 modified "2023-10-01" @default.
- W3094292140 title "Conditions on the regularity of balanced $c$-partite tournaments for the existence of strong subtournaments with high minimum degree" @default.
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