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Lower Finite Modules Over Commutative Rings With Identity
Author(s):Harmon, Luke Everett
Format:born digital; doctoral dissertations
A bounded partially ordered set (P, 0, 1, ≤) is lower finite providedP is infinite and for each x 6= 1 in P, there are but finitely many elements y in Psuch that y < x. We will call a module M lower finite if the set of ...