Strongly Gorenstein Syzygy Modules and Strongly Gorenstein Flat Dimensions
Journal Title: Scholars Journal of Physics, Mathematics and Statistics - Year 2015, Vol 2, Issue 2
Abstract
For any ring and any positive integer , We investigate the relation between the Strongly Gorenstein- -syzygy with the -syzygy of a module as well as the relation between the Gorenstein- -syzygy and the -syzygy of a module. We obtain a criterion for computing strongly Gorenstein flat dimension of modules.
Authors and Affiliations
Jianmin Xing
Keywords
Related Articles
- EP ID EP384689
- DOI -
- Views 67
- Downloads 0
Based on the gray system theory for predicting oilfield cementing quality
This paper introduces the basic principles of the gray system theory and the GM(1, N) model, and analyzes the factors affecting of the cementing quality. This paper selects nine major factors and dimension reduction by p...
Malmquist productivity index in two-stage production systems with interval data
The customary two-stage data envelopment analysis model, measures overall performance of a system which includes two stages in a specific period of time. In these models, some variables (the variables between two stages)...
Homogeneous Bi-Quadratic Equation with Four Unknowns
We obtain infinitely many non-zero integer quadruples satisfying the the Biquadratic equation with four unknowns. Various interesting properties among the values of x, y, z and w are presented.
Investigation and Reflection on Curriculum Setting of Mathematics Education in Local Normal University
Curriculum setting plays an important role in the process of undergraduate students’ education in local normal university. Whether the curriculum setting is reasonable or not directly decides the possibility of realizing...
On Separation Properties and Spaces
The author introduces some open sets in bitopological spaces and studies some of their basic properties. Certain separation properties and obtained from standard separation by replacing open sets by –open sets in thei...