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Weak and Serre Lifting of Cyclic Modules and the Liftability of Auslander Duals
Let $Q$ be a local ring and $f$ a nonzerodivisor on $Q.$ We investigate the weak and Serre lifting properties of cyclic modules over $R = Q/(f)$ to $Q.$ First, we establish characterization for the weak and Serre liftability of these modules and provide sufficient conditions under which their tensor
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