Dominant Dimension of Double Centralizers.
Double Centralizers and Dominant Dimensions.
Dual dimension of modules over normalizing extensions.
Let S = Σi=1n Rai be a finite normalizing extension of R and suppose that SM is a left S-module. Denote by crk(A) the dual Goldie dimension of the module A. We show that crk(RM) ≤ n · crk(SM) if either SM is artinian or the group homomorphism M → aiM given by x → aix is an isomorphism.
Duality over Auslander-Gorenstein rings.
Dually slender modules and steady rings.
Dually steady rings
Duo, Bézout and distributive rings of skew power series.
Dyhendral Hyperhomology Of A Chain Algebra With Involution