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- Kasch_ring abstract "In ring theory, a subfield of abstract algebra, a right Kasch ring is a ring R for which every simple right R module is isomorphic to a right ideal of R. Analogously the notion of a left Kasch ring is defined, and the two notions are independent of each other.Kasch rings are named in honor of mathematician Friedrich Kasch. Kasch originally called Artinian rings whose proper ideals have nonzero annihilators S-rings. (Kasch 1954)(Morita 1966) The characterizations below show that Kasch rings generalize S-rings.".
- Kasch_ring wikiPageID "34212423".
- Kasch_ring wikiPageRevisionID "594740719".
- Kasch_ring hasPhotoCollection Kasch_ring.
- Kasch_ring subject Category:Algebraic_structures.
- Kasch_ring subject Category:Ring_theory.
- Kasch_ring type AlgebraicStructures.
- Kasch_ring type Artifact100021939.
- Kasch_ring type Object100002684.
- Kasch_ring type PhysicalEntity100001930.
- Kasch_ring type Structure104341686.
- Kasch_ring type Whole100003553.
- Kasch_ring type YagoGeoEntity.
- Kasch_ring type YagoPermanentlyLocatedEntity.
- Kasch_ring comment "In ring theory, a subfield of abstract algebra, a right Kasch ring is a ring R for which every simple right R module is isomorphic to a right ideal of R. Analogously the notion of a left Kasch ring is defined, and the two notions are independent of each other.Kasch rings are named in honor of mathematician Friedrich Kasch. Kasch originally called Artinian rings whose proper ideals have nonzero annihilators S-rings.".
- Kasch_ring label "Kasch ring".
- Kasch_ring sameAs m.0j27dq7.
- Kasch_ring sameAs Q6374084.
- Kasch_ring sameAs Q6374084.
- Kasch_ring sameAs Kasch_ring.
- Kasch_ring wasDerivedFrom Kasch_ring?oldid=594740719.
- Kasch_ring isPrimaryTopicOf Kasch_ring.