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http://dbpedia.org/ontology/abstract Neorientovaný graf se v teorii grafů označ … Neorientovaný graf se v teorii grafů označuje takový graf, jehož hrany jsou dvouprvkové množiny. Oproti tomu hrany orientovaného grafu jsou uspořádané dvojice. Hrany neorientovaného grafu nemají danou orientaci. Tudíž výrazy (x, y) a (y, x) označují stejnou hranu. Formálně je neorientovaný graf uspořádaná trojice . Prvky množiny jsou hranami grafu. Prvky množiny jsou uzly grafu. Zobrazení je incidencí grafu G. Incidence přiřazuje hranu ke dvojici uzlů.Incidence přiřazuje hranu ke dvojici uzlů. , En théorie des graphes, un graphe non orienté est un couple formé de un ensemble de sommets et un ensemble d'arêtes, chaque arête étant une paire de sommets. Cette définition ne s'applique qu'aux graphes simples et n'est pas valable pour les multigraphes.
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rdfs:comment En théorie des graphes, un graphe non orienté est un couple formé de un ensemble de sommets et un ensemble d'arêtes, chaque arête étant une paire de sommets. Cette définition ne s'applique qu'aux graphes simples et n'est pas valable pour les multigraphes. , Neorientovaný graf se v teorii grafů označ … Neorientovaný graf se v teorii grafů označuje takový graf, jehož hrany jsou dvouprvkové množiny. Oproti tomu hrany orientovaného grafu jsou uspořádané dvojice. Hrany neorientovaného grafu nemají danou orientaci. Tudíž výrazy (x, y) a (y, x) označují stejnou hranu. Formálně je neorientovaný graf uspořádaná trojice . Prvky množiny jsou hranami grafu. Prvky množiny jsou uzly grafu. Zobrazení je incidencí grafu G. Incidence přiřazuje hranu ke dvojici uzlů.Incidence přiřazuje hranu ke dvojici uzlů.
rdfs:label Neorientovaný graf , Graphe non orienté , Undirected graph , Ungerichteter Graph
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