edgeless graph

Summary

edgeless graph is a class of the graphs without certain subgraphs^[1]. It draws 8 Wikipedia views per month (class_of_the_graphs_without_certain_subgraphs category, ranking #3 of 3).^[2]

Key Facts

• edgeless graph's image is recorded as 0-regular graph.svg^[3].
• edgeless graph's instance of is recorded as class of the graphs without certain subgraphs^[4].
• edgeless graph's subclass of is recorded as simple graph^[5].
• edgeless graph's subclass of is recorded as strongly regular graph^[6].
• edgeless graph's subclass of is recorded as linear forest^[7].
• edgeless graph's subclass of is recorded as perfect graph^[8].
• edgeless graph's subclass of is recorded as sparse graph^[9].
• edgeless graph's subclass of is recorded as integral graph^[10].
• edgeless graph's subclass of is recorded as split graph^[11].
• edgeless graph's subclass of is recorded as bishop's graph^[12].
• edgeless graph's subclass of is recorded as uniquely colorable graph^[13].
• edgeless graph's subclass of is recorded as bridgeless graph^[14].
• edgeless graph's subclass of is recorded as threshold graph^[15].
• edgeless graph's subclass of is recorded as Turán graph^[16].
• edgeless graph's subclass of is recorded as Kneser graph^[17].
• edgeless graph's subclass of is recorded as well-covered graph^[18].
• edgeless graph's subclass of is recorded as line graph^[19].
• edgeless graph's subclass of is recorded as cluster graph^[20].
• edgeless graph's subclass of is recorded as co-diamond-free graph^[21].
• edgeless graph's subclass of is recorded as stepwise irregular graph^[22].
• edgeless graph's subclass of is recorded as knight's graph^[23].
• edgeless graph's subclass of is recorded as disconnected graph^[24].
• edgeless graph's Commons category is recorded as Null graphs^[25].
• edgeless graph's opposite of is recorded as complete graph^[26].
• edgeless graph's has part is recorded as isolated vertex^[27].

Why It Matters

edgeless graph draws 8 Wikipedia views per month (class_of_the_graphs_without_certain_subgraphs category, ranking #3 of 3).^[2] It has Wikipedia articles in 9 language editions, a strong signal of global cultural recognition.^[28] It is known by 24 alternative names across languages and contexts.^[29]