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- Q899785 subject Q6965983.
- Q899785 subject Q8702124.
- Q899785 abstract "In mathematics, a Bratteli diagram is a combinatorial structure: a graph composed of vertices labelled by positive integers ("level") and unoriented edges between vertices having levels differing by one. The notion was introduced by Ola Bratteli in 1972 in the theory of operator algebras to describe directed sequences of finite-dimensional algebras: it played an important role in Elliott's classification of AF-algebras and the theory of subfactors. Subsequently Anatoly Vershik associated dynamical systems with infinite paths in such graphs.".
- Q899785 wikiPageWikiLink Q1142861.
- Q899785 wikiPageWikiLink Q11567.
- Q899785 wikiPageWikiLink Q141488.
- Q899785 wikiPageWikiLink Q18848.
- Q899785 wikiPageWikiLink Q1892554.
- Q899785 wikiPageWikiLink Q2851437.
- Q899785 wikiPageWikiLink Q291562.
- Q899785 wikiPageWikiLink Q2915729.
- Q899785 wikiPageWikiLink Q4060645.
- Q899785 wikiPageWikiLink Q451652.
- Q899785 wikiPageWikiLink Q465654.
- Q899785 wikiPageWikiLink Q471971.
- Q899785 wikiPageWikiLink Q4916564.
- Q899785 wikiPageWikiLink Q4958101.
- Q899785 wikiPageWikiLink Q4958224.
- Q899785 wikiPageWikiLink Q638328.
- Q899785 wikiPageWikiLink Q6965983.
- Q899785 wikiPageWikiLink Q7631133.
- Q899785 wikiPageWikiLink Q849512.
- Q899785 wikiPageWikiLink Q8702124.
- Q899785 wikiPageWikiLink Q912887.
- Q899785 wikiPageWikiLink Q932141.
- Q899785 comment "In mathematics, a Bratteli diagram is a combinatorial structure: a graph composed of vertices labelled by positive integers ("level") and unoriented edges between vertices having levels differing by one. The notion was introduced by Ola Bratteli in 1972 in the theory of operator algebras to describe directed sequences of finite-dimensional algebras: it played an important role in Elliott's classification of AF-algebras and the theory of subfactors.".
- Q899785 label "Bratteli diagram".