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・ Saturated and unsaturated compounds
・ Saturated array
・ Saturated calomel electrode
・ Saturated fat
・ Saturated fat and cardiovascular disease controversy
・ Saturated measure
・ Saturated model
・ Saturated mutagenesis
・ Saturated set
・ Saturated spectroscopy
・ Saturated squeeze
・ Saturated-surface-dry
・ Saturation
・ Saturation (chemistry)
・ Saturation (genetic)
Saturation (graph theory)
・ Saturation (magnetic)
・ Saturation (telecommunications)
・ Saturation (Urge Overkill album)
・ Saturation (Vas Deferens Organization album)
・ Saturation 70
・ Saturation arithmetic
・ Saturation attack
・ Saturation current
・ Saturation diving
・ Saturation dome
・ Saturation fire
・ Saturation patrol
・ Saturation Point (album)
・ Saturation pollination


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Saturation (graph theory) : ウィキペディア英語版
Saturation (graph theory)
Let G(V,E) be a graph and M a matching in G. A vertex v\in V(G) is said to be saturated by M if there is an edge in M incident to v. A vertex v\in V(G) with no such edge is said to be unsaturated by M. We also say that M saturates v.〔(Saturate ). PlanetMath.〕
==See also==

* Hall's marriage theorem
* Bipartite matching

抄文引用元・出典: フリー百科事典『 ウィキペディア(Wikipedia)
ウィキペディアで「Saturation (graph theory)」の詳細全文を読む



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