homological algebra信息详情
同调代数
homological───adj.相应的;一致的;同源的(等于homologic或者homologous)
algebra───n.代数学
linear algebra───[数]线性代数
cylindric algebra───圆柱代数
disjunction algebra───析取代数
tiger algebra───老虎代数
commutable algebra───可换代数
algebra 1───代数1
algebra 2───代数2
Homological algebra plays such an important part in modern developments.───同调代数在现代发展中起了如此重要的作用。
An introduction to homological algebra, by weibel;───较新的研究生二年级同调代数教材;
An Introduction to homological algebra───同调代数导论
A Course in Homological Algebra───同调代数教程
The theory of envelopes and covers takes an important part in theory of rings and modules, homological algebra, representation theory of algebras and so on.
Injective modules play an important role in module theory and homological algebra.
Homological algebra plays such an important part in modern developments.
Injective module is the important part of homological algebra.
Notable examples are the development of category theory, which provides a useful framework for a large part of mathematics, homological algebra, and applications of model theory to algebra.
When it came to 1940s, with the springing up of homological algebra, module theory went a step further.
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