T[[S]]-NOETHERIAN PROPERTY ON GENERALIZED POWER SERIES MODULES
In this paper, we study the sufficient conditions on a ring R, a multiplicative set a strictly ordered monoid and an R‑module M such that the generalized power series module is a -Noetherian -module, where is a multiplicative subset of generalized power series ring
multiplicative set, strictly ordered monoid, GPSR, GPSM, T-Noetherian.
