… -dimension of sum of two ideals of G, as a natu- 33 ral generalization of sum of two subspaces
of a finite dimensional … a proper ideal Ω of G with Ω-finite Goldie dimension (Ω- 37 F GD), if …

… Further, dimension of quotient modules over rings has been studied by [5, 14]. We refer to …
Goldie dimension and its dualization aspects in modules over rings. In [8, 9], Goldie dimension …

… Then H is said to have Finite Goldie dimension (FGD, in short) if H do not … Note 2.2. Every
module M over a ring R with finite Goldie dimension is an N-group G with finite dimension, by …

… dualizing the concept of Goldie Dimension Patrick Fleury [2] introduced the modules with finite
spanning dimension… role in study of dual Goldie dimension In recent times many concepts …

… ” from [5], a module M is said to have finite Goldie dimension if for any strictly … to dualize
the concept of Goldie dimension. According to [3], a module M has finite spanning dimension if …

… Introduction The dualization concept of Goldie dimension was first coined by Patrick Fleury
… with finite spanning dimension in [4]. A module M is said to have finite spanning dimension if …

… The notion of the essential submodule and its dualizing concept … The dualizing submodules
notions such as superfluous … The complete bipartite (that is, 2-partite) graph with part size m …

… property that there are no monomorphisms from a direct sum of infinitely many nonzero
modules into M , then M has finite Goldie dimension, but this result cannot be dualized to the dual …

… We briefly study this dimension and observe that if A has Noethrian dimension, then sn-dimA
≤ n… dimension. But A does not have Krull dimension(note, Goldie dimension of A is infinite). …

… the Krull dimension and the Noetherian dimension of M. The existence of these two dimensions
are equiv… For this, note that it has no finite Goldie dimension, see [7, Proposition 1.4]. …