Thai Nguyen University Of Education

output

20172026

most citedA systematic review of structural equation modeling in augmented reality applications

13 citations

12 papers

math.AC2026

The transfer of Artinian and Cohen-Macaulay properties under module-finite extensions

Tran Do Minh Chau

This paper deals with certain classes of modules under module-finite extensions. Let $φ : R ↪ S$ be a module-finite extension between commutative Noetherian local rings…

math.AC2026

Cohen-Macaulayness of formal fibers and dimension of local cohomology modules

Tran Do Minh Chau

Let $(R, m)$ be a Noetherian local ring, $M$ a finitely generated $R$ -module of dimension $d$ . Set $a (M) := a_{0} (M) \dots a_{d - 1} (M)$ , whe…

math.AC2025

Ascent and descent of Artinian module structures under flat base changes

Tran Do Minh Chau, Le Thanh Nhan

Let $φ : R \to S$ be a flat local homomorphism between commutative Noetherian local rings. In this paper, the ascent and descent of Artinian module structures between $R$ and…

math.CV2024★ 1 cited

Results on normal harmonic and $φ$ -normal harmonic mappings

Nikhil Bharti, Nguyen Van Thin

In this paper, we study the concepts of normal functions and $φ$ -normal functions in the framework of planar harmonic mappings. We establish the harmonic mapping counterpart of the…

math.AC2024

Annihilator of local cohomology modules under localization and completion

Nguyen Thi Anh Hang, Le Thanh Nhan

Let $(R, m)$ be a Noetherian local ring. This paper deals with the annihilator of Artinian local cohomology modules $H_{m}^{i} (M)$ in the relation with the structure of t…

math.AC2023

On depth of modules in an ideal

Tran Nguyen An

Let $R$ be a commutative Noetherian ring, $I$ an ideal of $R$ and $M$ a finitely generated $R$ -module with $dim_{R} (M) = d$ . Denote by $\depth_R(I,M)$ the depth of $M$ in $I$ . In \cit…