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- Baer_ring abstract "In abstract algebra and functional analysis, Baer rings, Baer *-rings, Rickart rings, Rickart *-rings, and AW*-algebras are various attempts to give an algebraic analogue of von Neumann algebras, using axioms about annihilators of various sets.Any von Neumann algebra is a Baer *-ring, and much of the theory of projections in von Neumann algebras can be extended to all Baer *-rings, For example, Baer *-rings can be divided into types I, II, and III in the same way as von Neumann algebras.In the literature, left Rickart rings have also been termed left PP-rings. ("Principal implies projective": See definitions below.)".
- Baer_ring wikiPageExternalLink books?id=hRaoAAAAIAAJ.
- Baer_ring wikiPageExternalLink books?isbn=012072250X.
- Baer_ring wikiPageExternalLink books?isbn=354005751X.
- Baer_ring wikiPageID "7455223".
- Baer_ring wikiPageRevisionID "606793707".
- Baer_ring author "J.D.M. Wright".
- Baer_ring author "L.A. Skornyakov".
- Baer_ring hasPhotoCollection Baer_ring.
- Baer_ring id "A/a120310".
- Baer_ring id "R/r080830".
- Baer_ring id "R/r081840".
- Baer_ring title "AW* algebra".
- Baer_ring title "Regular ring".
- Baer_ring title "Rickart ring".
- Baer_ring subject Category:Ring_theory.
- Baer_ring subject Category:Von_Neumann_algebras.
- Baer_ring type Abstraction100002137.
- Baer_ring type Algebra106012726.
- Baer_ring type Cognition100023271.
- Baer_ring type Content105809192.
- Baer_ring type Discipline105996646.
- Baer_ring type KnowledgeDomain105999266.
- Baer_ring type Mathematics106000644.
- Baer_ring type PsychologicalFeature100023100.
- Baer_ring type PureMathematics106003682.
- Baer_ring type Science105999797.
- Baer_ring type VonNeumannAlgebras.
- Baer_ring comment "In abstract algebra and functional analysis, Baer rings, Baer *-rings, Rickart rings, Rickart *-rings, and AW*-algebras are various attempts to give an algebraic analogue of von Neumann algebras, using axioms about annihilators of various sets.Any von Neumann algebra is a Baer *-ring, and much of the theory of projections in von Neumann algebras can be extended to all Baer *-rings, For example, Baer *-rings can be divided into types I, II, and III in the same way as von Neumann algebras.In the literature, left Rickart rings have also been termed left PP-rings. ".
- Baer_ring label "Baer ring".
- Baer_ring sameAs m.026295j.
- Baer_ring sameAs Q4841294.
- Baer_ring sameAs Q4841294.
- Baer_ring sameAs Baer_ring.
- Baer_ring wasDerivedFrom Baer_ring?oldid=606793707.
- Baer_ring isPrimaryTopicOf Baer_ring.