Determining the Noetherian Property of Generalized Power Series Modules by Using X-Sub-Exact Sequence

Author:

Faisol A,Ftriani ,Sifriyani

Abstract

Abstract The Noetherian property of the generalized power series module can determine in several ways. This paper uses the sub-exact sequence of modules over a ring R to determine this property. This investigation not only determines the Noetherian property of the generalized power series module but also the Noetherian property of its submodule. Furthermore, we give a construction of R[[S]]-homomorphism between the generalized power series modules.

Publisher

IOP Publishing

Subject

General Physics and Astronomy

Reference18 articles.

1. On sub-exact sequences;Fitriani;Far East J. Math. Sci.,2016

2. A Note on Exact Sequences;Davvaz;Bull. Malaysian Math. Sci. Soc.,1999

3. Generalization of U-Generator and M-Subgenerator Related to Category σ[M];Fitriani;J. Math. Res.,2018

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