tree

Summary

tree is a class of graphs with few cliques^[1]. tree draws 1,264 Wikipedia views per month (class_of_graphs_with_few_cliques category, ranking #1 of 3).^[2]

Key Facts

• tree's instance of is recorded as class of graphs with few cliques^[3].
• tree's instance of is recorded as mathematical concept^[4].
• tree's instance of is recorded as hereditary graph class^[5].
• tree is named after tree^[6].
• tree is a type of connected graph^[7].
• tree is a type of forest^[8].
• tree is a type of pseudotree^[9].
• tree is a type of uniquely colorable graph^[10].
• tree is a type of hypertree^[11].
• tree is a type of block graph^[12].
• tree is a type of k-tree^[13].
• tree is used for tree structure^[14].
• tree's Commons category is recorded as Tree diagrams^[15].
• tree's said to be the same as is recorded as free tree^[16].
• tree is the opposite of cyclic graph^[17].
• tree's topic's main category is recorded as Category:Trees (graph theory)^[18].
• tree's Commons gallery is recorded as Tree diagram^[19].
• tree's has characteristic is recorded as edge-connectivity^[20].
• tree's has characteristic is recorded as vertex connectivity^[21].
• tree's has characteristic is recorded as chromatic number^[22].
• tree's different from is recorded as Baum^[23].
• tree's studied by is recorded as graph theory^[24].
• tree's does not have part is recorded as cycle^[25].
• tree's derivative work is recorded as tree^[26].
• tree's derivative work is recorded as dendrogram^[27].

Body

Definition and Type

Recorded instance of include class of graphs with few cliques^[3], mathematical concept^[4], and hereditary graph class^[5]. Recorded subclass of include connected graph^[7], forest^[8], pseudotree^[9], uniquely colorable graph^[10], hypertree^[11], and block graph^[12]. tree is the opposite of cyclic graph^[17].

Origins

tree is named after tree^[6].

Use and Application

tree is used for tree structure^[14].

Why It Matters

tree draws 1,264 Wikipedia views per month (class_of_graphs_with_few_cliques category, ranking #1 of 3).^[2] tree has Wikipedia articles in 24 language editions, a strong signal of global cultural recognition.^[28] tree is known by 24 alternative names across languages and contexts.^[29]