… simply because there is no p-torsion on A/J that one can lift; on the other hand, I feel there
is … is no p-torsion on the following modules (canonically associated with J, t), then J lifts". For …

… lifting modules and other known classes of modules is investigated. Moreover, unlike hollow-lifting
modules … that a finite direct sum of stable hollow-lifting modules is stable hollow-lifting. …

… of t-lifting modules and t-dual Baer modules, which are generalizations of lifting modules. It
is … On the other hand, A is cosingular since M is cosingular. Thus A=0, and hence it is a direct …

… Let M be a right module over a ring R, τM a preradical on σ[M], and N ∈ σ[M]. In this note
we … -lifting modules, in particular, we survey when direct sum of τM -lifting modules is τM -lifting. …

… lifting due to the various external and internal forces. In the present investigation, the lifting
operations for a topside module … phase is mainly from the lifting action on the topside module …

… of hollow – J–lifting modules and FI – hollow – J–lifting modules as a proper generalization
of … hollow–lifting and J–lifting modules . We call an R–module M as hollow – J – lifting if for …

… points was developed in this study to mitigate the bending stress on large modules when
they are lifted by cranes. This model takes into consideration the uneven weight distribution of …

… recalled that a module M is called; T-hollow lifting module if for every submodule N of … -module,
If M is ET-hollow; lifting module then; M is ET-hollow or M has no; ET-hollow factor module…

… lifting (𝛿-lifting) modules. … on principally 𝛿-supplemented modules to semimodules. Besides,
we characterize 𝛿-semiperfect semimodules as a generalization of 𝛿-semiperfect modules…

… the integration of all the modules successfully weighing from … on time. This paper will
address and share the technical experiences obtained during the dual lifting of the mega-modules …