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- Uniformly_hyperfinite_algebra abstract "In mathematics, particularly in the theory of C*-algebras, a uniformly hyperfinite, or UHF, algebra is a C*-algebra that can be written as the closure, in the norm topology, of an increasing union of finite-dimensional full matrix algebras.".
- Uniformly_hyperfinite_algebra wikiPageID "16587536".
- Uniformly_hyperfinite_algebra wikiPageRevisionID "598779000".
- Uniformly_hyperfinite_algebra hasPhotoCollection Uniformly_hyperfinite_algebra.
- Uniformly_hyperfinite_algebra subject Category:C*-algebras.
- Uniformly_hyperfinite_algebra comment "In mathematics, particularly in the theory of C*-algebras, a uniformly hyperfinite, or UHF, algebra is a C*-algebra that can be written as the closure, in the norm topology, of an increasing union of finite-dimensional full matrix algebras.".
- Uniformly_hyperfinite_algebra label "UHF-Algebra".
- Uniformly_hyperfinite_algebra label "Uniformly hyperfinite algebra".
- Uniformly_hyperfinite_algebra sameAs UHF-Algebra.
- Uniformly_hyperfinite_algebra sameAs m.03yd6t0.
- Uniformly_hyperfinite_algebra sameAs Q2467095.
- Uniformly_hyperfinite_algebra sameAs Q2467095.
- Uniformly_hyperfinite_algebra wasDerivedFrom Uniformly_hyperfinite_algebra?oldid=598779000.
- Uniformly_hyperfinite_algebra isPrimaryTopicOf Uniformly_hyperfinite_algebra.