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- Uniform_tree abstract "In mathematics, a uniform tree is a locally finite tree which is the universal cover of a finite graph. Equivalently, the full automorphism group G=Aut(X) of the tree, which is a locally compact topological group, is unimodular and G\X is finite. Also equivalent is the existence of a uniform X-lattice in G.".
- Uniform_tree wikiPageID "19146037".
- Uniform_tree wikiPageRevisionID "360111567".
- Uniform_tree hasPhotoCollection Uniform_tree.
- Uniform_tree subject Category:Trees_(graph_theory).
- Uniform_tree comment "In mathematics, a uniform tree is a locally finite tree which is the universal cover of a finite graph. Equivalently, the full automorphism group G=Aut(X) of the tree, which is a locally compact topological group, is unimodular and G\X is finite. Also equivalent is the existence of a uniform X-lattice in G.".
- Uniform_tree label "Uniform tree".
- Uniform_tree sameAs m.04lfdm3.
- Uniform_tree sameAs Q7885123.
- Uniform_tree sameAs Q7885123.
- Uniform_tree wasDerivedFrom Uniform_tree?oldid=360111567.
- Uniform_tree isPrimaryTopicOf Uniform_tree.