A note on dualizing Goldie dimension
P Fleury - Canadian Mathematical Bulletin, 1974 - cambridge.org
P Fleury
Canadian Mathematical Bulletin, 1974•cambridge.orgThe purpose of this note is to offer a equalization of the concept of Goldie dimension and to
prove a structure theorem (Theorem 3.1) for modules satisfying the conditions of this
dualization. In this paper, all rings considered are associative with unit and all modules are
unital.
prove a structure theorem (Theorem 3.1) for modules satisfying the conditions of this
dualization. In this paper, all rings considered are associative with unit and all modules are
unital.
The purpose of this note is to offer a equalization of the concept of Goldie dimension and to prove a structure theorem (Theorem 3.1) for modules satisfying the conditions of this dualization. In this paper, all rings considered are associative with unit and all modules are unital.
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