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Connected hypergraph: различия между версиями
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Glk (обсуждение | вклад) (Новая страница: «'''Connected hypergraph''' --- связный гиперграф. A hypergraph such that it is not representable as <math>{\mathcal H}_{1} \cup {\mathcal H}_{2}</m…») |
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'''Connected hypergraph''' | '''Connected hypergraph''' — ''[[связный гиперграф]].'' | ||
A hypergraph such that it is not representable as <math>{\mathcal H}_{1} \cup | A [[hypergraph]] such that it is not representable as <math>{\mathcal H}_{1} \cup | ||
{\mathcal H}_{2}</math>, where <math>{\mathcal H}_{1}, {\mathcal H}_{2}</math> are vertex-disjoint | {\mathcal H}_{2}</math>, where <math>{\mathcal H}_{1}, {\mathcal H}_{2}</math> are [[vertex]]-disjoint | ||
non-empty hypergraphs is called '''connected'''. Note that if <math>\emptyset \in E({\mathcal H})</math>, | [[empty hypergraph|non-empty hypergraphs]] is called '''connected'''. Note that if <math>\emptyset \in E({\mathcal H})</math>, | ||
<math>{\mathcal H}</math> is not connected. | <math>{\mathcal H}</math> is not connected. | ||
==Литература== | |||
* Евстигнеев В.А., Касьянов В.Н. Словарь по графам в информатике. — Новосибирск: Сибирское Научное Издательство, 2009. | |||