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PRIMITIVE PRIME AND SEMIPRIME RINGS
Radicals and semisimplicity
Units idempotents and zero divisors
116 other sections not shown
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A-module Acad Akad Amer Amitsur annihilator Artinian ring associative ring author proves author shows automorphisms Brauer group Bull called Canad central simple characterization Citations class of rings commutative ring contains cyclic defined denote dimension direct sum division algebra division ring domain endomorphism equivalent exists finite group finite-dimensional Galois extension Galois theory hereditary radical homomorphic image Hopf algebra idempotent implies indecomposable infinite integer intersection irreducible isomorphic Jacobson radical lattice left ideal linear lower radical main result matrix ring maximal ideal minimal morphism Noetherian noncommutative nonzero paper polynomial identity prime ideals prime ring primitive Proc projective module proof radical class radical property radical ring Referred regular reviewer right ideal ring with involution Russian semiprime semisimple class separable algebras sequence shown simple algebra simple rings subalgebra subgroup submodule subring subset theorem torsion Trans two-sided ideal Univ upper radical