Radicals and subdirect decomposition

DOI10.1080/00927878508823170zbMath0553.16004OpenAlexW2029086984WikidataQ105455786 ScholiaQ105455786MaRDI QIDQ3346452

Richard Wiegandt, Kalle Kaarli, Tim Anderson

Publication date: 1985

Published in: Communications in Algebra (Search for Journal in Brave)

Full work available at URL: https://doi.org/10.1080/00927878508823170

zbMATH Keywords

semiprime ringsalternative ringshereditaryassociative ringsupper radicalsimple near-ringsspecial radicalssubdirect decompositionssupernilpotent\(\Omega \) -groupsBrown- McCoy radicalsubdirectly closed

Mathematics Subject Classification ID

Near-rings (16Y30) Alternative rings (17D05) Radical theory (nonassociative rings and algebras) (17A65) Radical theory for semigroups (20M11) Radicals and radical properties of associative rings (16Nxx)

Related Items (24)

Complementary radicals revisited ⋮ BROWN-McCOY RADICALS FOR GENERAL NEAR-RINGS ⋮ Special radicals of near-rings and \(\Gamma\)-near-rings ⋮ SUBDIRECT IRREDUCIBILITY AND RADICALS ⋮ EQUIPRIME Γ-NEAR-RINGS ⋮ Near-rings with no non-zero nilpotent two-sided R-subsets ⋮ The completely prime radical in near-rings ⋮ Prime essential rings ⋮ A kurosh-amitsur prime radical for near-rings ⋮ On left strong radicals of near-rings ⋮ Unnamed Item ⋮ Supernilpotent radicals of near-rings ⋮ On primeness in matrix near-rings ⋮ MODULO-CONSTANT IDEAL-HEREDITARY RADICALS OF NEAR-KINGS ⋮ SUBIDEMPOTENT RADICAL CLASSES ⋮ Notes on Brown-McCoy-radicals for \(\Gamma\)-near-rings ⋮ The intersection property in the theory of radicals of topological algebras ⋮ Near-Ring Radicals and Class Pairs ⋮ Different prime ideals in near-rings ⋮ On Jacobson Near-rings and Special Radicals ⋮ ON RADICAL THEORY OF NON-ZEROSYMMETRIC NEAR-RINGS ⋮ RICHARD WIEGANDT—65 YEARS FOR RADICAL THEORY ⋮ An overnilpotent radical theory for near-rings ⋮ Characterizations of the Brown-McCoy radical

Cites Work

• The prime radical for Ω-groups
• Radicals in Categories
• Unnamed Item
• Unnamed Item
• Unnamed Item

This page was built for publication: Radicals and subdirect decomposition