uslander-型条件与余挠理论
uslander-type conditions and cotorsion theory
我们研究满足Auslander-型条件的环的性质。如果artin代数$\\\\Lambda$满足Auslander条件（即，$\\\\Lambda$是一个$\\\\infty$-Gorenstein artin代数），则我们构造出两种可构成函子有限余挠理论的子范畴。
We study the properties of rings satisfying Auslander-type conditions. If an artin algebra $\\\\Lambda$ satisfies the Auslander condition (that is, $\\\\Lambda$ is an $\\\\infty$-Gorenstein artin algebra), then we construct two kinds of subcategories which form functorially finite cotorsion theories.
伊山修、黄兆泳
数学
uslander-型条件 余挠理论 函子有限
uslander-type conditions cotorsion theory functorially finite
伊山修,黄兆泳.uslander-型条件与余挠理论[EB/OL].(2007-03-29)[2025-05-24].http://www.paper.edu.cn/releasepaper/content/200703-579.点此复制
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