1-tree
connected undirected graph with exactly one cycle
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1-tree
Summary
Key Facts
- 1-tree's image is recorded as Pseudoforest-1.svg[1].
- tree is named after 1-tree[2].
- 1-tree's subclass of is recorded as 1-forest[3].
- 1-tree's subclass of is recorded as pseudotree[4].
- 1-tree's subclass of is recorded as unicyclic graph[5].
- 1-tree's different from is recorded as k-tree[6].
- 1-tree's studied by is recorded as graph theory[7].
- 1-tree's maintained by WikiProject is recorded as WikiProject Mathematics[8].