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Semiprime semigroup rings and a problem of J. Weissglass
Published online by Cambridge University Press: 18 May 2009
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If R is a ring and S is a semigroup, the corresponding semigroup ring is denoted by R[S]. A ring is semiprime if it has no nonzero nilpotent ideals. A semigroup S is a semilattice P of semigroups Sα if there exists a homomorphism φ of S onto the semilattice P such that Sα = αφ−1 for each α ∈ P.
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- Copyright © Glasgow Mathematical Journal Trust 1980
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