Abstract
If R is a ring with identity and E is the semigroup of identity preserving ring endomorphisms of R then the fixed ring of E is denned by for each φɛE}. R is said to be rigid if RE = R.Equivalently, R is rigid if and only if
Publisher
Cambridge University Press (CUP)
Cited by
6 articles.
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1. TORSION-FREE RINGS WITH FINITE AUTOMORPHISM GROUPS;Communications in Algebra;2001-01-31
2. On I-Rigid and q-Rigid Rings;Ukrainian Mathematical Journal;1998-07
3. Strongly rigid and I-rigid rings;Communications in Algebra;1994-01
4. Associative rings;Journal of Soviet Mathematics;1987-08
5. Near-Rings with E-Permutable Translations;Near-Rings and Near-Fields, Proceedings of a Conference held at the University of Tübingen, F.R.G.;1987