Resolving Algebras with Straightening Law
Ring extensions with some finiteness conditions on the set of intermediate rings
A ring extension is said to be FO if it has only finitely many intermediate rings. is said to be FC if each chain of distinct intermediate rings in this extension is finite. We establish several necessary and sufficient conditions for the ring extension to be FO or FC together with several other finiteness conditions on the set of intermediate rings. As a corollary we show that each integrally closed ring extension with finite length chains of intermediate rings is necessarily a normal pair...
Ringepimorphismen und Morita-projektive Moduln über kommutativen Dedekind-Ringen.
Rings in Which Pure Ideals are Generated by Idempotents.
Rings Whose Modules Have Nice Decompositions.
Rings with a theory of gretest common divisors.