Locally isomorphic torsionless modules over domains of finite character

Saylam Basak Ay; Klingler Lee

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Locally isomorphic torsionless modules over domains of finite character

机译：在有限特征的域域局部同构扭转模块

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摘要

In a 2002 paper, P. Goeters and B. Olberding compare local, near, and stable isomorphisms of torsionless modules over h-local domains. In this paper, we compare these weaker forms of isomorphisms of torsionless modules over domains of finite character.

机译：在2002年的纸张中，P. Goeters和B. Olberding比较H-inaply结构域上的局部，接近和稳定的扭转模块的同构。在本文中，我们比较了在有限特征的域中的扭转模块的这些较弱形式的同构。

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来源
《Journal of algebra and its applications》 |2019年第7期|共13页
作者
Saylam Basak Ay; Klingler Lee;
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作者单位

Izmir Inst Technol Dept Math Urla Izmir Turkey;

Florida Atlantic Univ Dept Math Sci Boca Raton FL 33431 USA;

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原文格式 PDF
正文语种 eng
中图分类代数、数论、组合理论;
关键词
Krull-Schmidt property; torsion-free modules; finitely generated modules; integral domains of finite character; almost local-global rings;

机译：Krull-Schmidt属性;无扭转模块;有限生成的模块;有限特征的积分域;几乎是本地 - 全球戒指;

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1. Locally isomorphic torsionless modules over domains of finite character [J] . Saylam Basak Ay, Klingler Lee Journal of algebra and its applications . 2019,第7期

机译：在有限特征的域域局部同构扭转模块
2. k-torsionless modules with finite Gorenstein dimension [J] . Salimi M., Tavasoli E., Yassemi S. Czechoslovak Mathematical Journal . 2012,第3期

机译：具有有限Gorenstein维数的k无扭转模
3. $k$-torsionless modules with finite Gorenstein dimension [J] . Salimi Maryam, Tavasoli Elham, Yassemi Siamak Czechoslovak Mathematical Journal . 2012,第3期

机译：有限Gorenstein尺寸的$ k $ -torsionless模块
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Locally isomorphic torsionless modules over domains of finite character

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