Homomorphisms of Jordan Rings of Self-Adjoint Elements

DOI10.2307/1990757zbMath0046.25603OpenAlexW4234563892MaRDI QIDQ5811262

Nathan Jacobson, Charles E. Rickart

Publication date: 1952

Full work available at URL: https://doi.org/10.2307/1990757

zbMATH Keywords

rings, modules, fields

Related Items

Polynomial preserving maps on certain Jordan algebras., Jordan Rings with Nonzero Socle, Derivations and automorphisms of matrices symmetric relative to a canonical involution, Isomorphisms of Simple Lie Rings, Jordan homomorphisms onto nondegenerate Jordan algebras, Lie and Jordan structures in simple associative rings, Von Neumann Factors are Perfect, Jordan gradings on associative algebras., Structure groups and Lie algebras of Jordan algebras of symmetric elements of associative algebras with involution, On convolution products and automorphisms in Hopf \(C^*\)-algebras, On Subdirect Products of Rings without Symmetric Divisors of Zero, Jordan homomorphisms of the symmetric elements of a ring with involution, Unnamed Item, Coherence Invariant Mappings of Symmetric Transformations, Structure and representation of nonassociative algebras, Unnamed Item, On a Result of Osborn, Isomorphisms and automorphisms of discrete multiplier Hopf \(C^*\)-algebras, Isomorphisms of the Lattice of Inner Ideals of Certain Quadratic Jordan Algebras

Cites Work

• On rings of operators
• Classification and Representation of Semi-Simple Jordan Algebras
• The Weierstrass Theorem in Fields with Valuations
• Jordan Homomorphisms of Rings
• Isomorphic Groups of Linear Transformations, II
• The Radical and Semi-Simplicity for Arbitrary Rings