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Radg-lifting modules
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In this article we present a different class lifting modules as a proper g-lifting generalization. This class termed by Radg-lifting in this work which defined as, W is called Radg-lifting if Y ≤ W with Radg(W) ⊆ Y, there is W = A ⊕ B with A ≤ Y and Y ∩ B <<g B. Thus, a ring R named Radg-lifting if R is a Radg-lifting as R-module. We determined it is structure. Several of characterizations, properties, and instances of these modules are described.
Taru Publications
Title: Radg-lifting modules
Description:
In this article we present a different class lifting modules as a proper g-lifting generalization.
This class termed by Radg-lifting in this work which defined as, W is called Radg-lifting if Y ≤ W with Radg(W) ⊆ Y, there is W = A ⊕ B with A ≤ Y and Y ∩ B <<g B.
Thus, a ring R named Radg-lifting if R is a Radg-lifting as R-module.
We determined it is structure.
Several of characterizations, properties, and instances of these modules are described.
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