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  1. Vietnam Journal of Mathematics
  2. Vietnam Journal of Mathematics : Volume 44
  3. Vietnam Journal of Mathematics : Volume 44, Issue 3, September 2016
  4. Pseudo-Valuation Modules
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Vietnam Journal of Mathematics : Volume 45
Vietnam Journal of Mathematics : Volume 44
Vietnam Journal of Mathematics : Volume 44, Issue 4, December 2016
Vietnam Journal of Mathematics : Volume 44, Issue 3, September 2016
Wronskian Formulation and Ansatz Method for Bad Boussinesq Equation
An Example in the Singer Category of Algebras with Coproducts at Odd Primes
Pseudo-Valuation Modules
Global Stability of Pseudo Almost Periodic Solutions for a Nicholson’s Blowflies Model with a Harvesting Term
A Remark on the Local Cohomology Modules of a Union of Disjoint Matroids
Certain New Schläfli Type Mixed Modular Equations
Regularization for the Inverse Problem of Finding the Purely Time-Dependent Volatility
Nonlinear Differential Polynomials Sharing Certain Value or Fixed Point
Opial-Type Inequalities with Two Unknowns and Two Functions on Time Scales
The Generalized Finite Volume SUSHI Scheme for the Discretization of Richards Equation
Construction of a Control for the Cubic Semilinear Heat Equation
Local Property of a Class of m-Subharmonic Functions
Coupled Meir–Keeler Type Contraction in Metric Spaces with an Application to Partial Metric Spaces
Regularization Methods for Nonexpansive Semigroups in Hilbert Spaces
Vietnam Journal of Mathematics : Volume 44, Issue 2, June 2016
Vietnam Journal of Mathematics : Volume 44, Issue 1, March 2016
Vietnam Journal of Mathematics : Volume 43
Vietnam Journal of Mathematics : Volume 42
Vietnam Journal of Mathematics : Volume 41

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Pseudo-Valuation Modules

Content Provider Springer Nature Link
Author Jahani Nezhad, Reza Khoshayand, Foroozan
Copyright Year 2015
Abstract The aim of this paper is to generalize the notion of pseudo-valuation to modules over arbitrary commutative rings. We generalize the notion of strongly prime ideal, as defined in Badawi et al. (Lecture Notes in Pure and Applied Mathematics 185:57–67, 1997, to the notion of strongly prime submodule. We define a module M to be a pseudo-valuation module if every prime submodule of M is strongly prime. It is shown that if M has a maximal submodule N, then M is pseudo-valuation if and only if N is strongly prime. Also, we characterize strongly prime submodules in pseudo-valuation modules. We investigate some properties of these modules, and study relations between some structures and these modules.
Ending Page 484
Page Count 8
Starting Page 477
File Format PDF
ISSN 2305221X
e-ISSN 23052228
Journal Vietnam Journal of Mathematics
Issue Number 3
Volume Number 44
Language English
Publisher Springer Singapore
Publisher Date 2015-10-19
Publisher Place Singapore
Access Restriction One Nation One Subscription (ONOS)
Subject Keyword Pseudo-valuation ring Ideals; multiplicative ideal theory Strongly prime ideal Valuations and their generalizations Dedekind, Prüfer, Krull and Mori rings and their generalizations Mathematics Valuation rings Uniserial module
Content Type Text
Resource Type Article
Subject Mathematics
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