Invariant Submodules of Simple Rings

DOI10.2307/2033025zbMath0077.25803OpenAlexW4237776755MaRDI QIDQ3242225

S. A. Amitsur

Publication date: 1957

Full work available at URL: https://doi.org/10.2307/2033025

zbMATH Keywords

lattices, rings, fields

Related Items

On invariant subspaces of division algebras, On invariant additive subgroups, Invariant additive subgroups of a certain kind, Algebras generated by two idempotents, Invariant additive subgroups in prime rings, Lie ideals: from pure algebra to C*-algebras, Lie and Jordan structures in simple associative rings, Intersections of matrix algebras and permutation representation of \(\text{PSL}(n,q)\), The group of units of a simple ring. I, On prime rings with commuting nilpotent elements, Two classes of rings generated by their units, A theorem on invariant subrings, The Cartan-Brauer-Hua theorem for algebras, Permuting subalgebras of full matrix algebras, Sums of squares in division algebras, Submodules of Rings

Cites Work

• Invariante Untermoduln des Endomorphismenrings eines Vektorraumes
• The Lie ring of a simple associative ring
• Lie Simplicity of a Special Class of Associative Rings
• Derivations in Simple Rings
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