On the Cyclic Homology of an Algebra Associated with a Cyclic Quiver and a Monic Polynomial 期刊名称： Communications in Algebra
作者： Tomohiro,Itagaki
作者机构： Department
年份： 2015年貂蝉技能
感动话题作文
期号： 第8期
怀孕吃葡萄
孩子我想对你说关键词： Cyclic homology;Hochschild homology;Spectral quences;Primary:
羽毛球拍
19D55;Secondary: 16E40海淀卫校
莲藕的功效与作用摘要：In this article, we compute the Hochschild homology group of A=KΓ/(f(X s )), where KΓ is the path algebra of the cyclic quiver Γ with s vertices and s arrows over a commutative ring K, f(x) is a monic polynomial over K, and X is the sum of all arrows in KΓ. Moreover, we compute the cyclic homology group of A in the ca
人类的记忆f(x)=(xa) m , where a∈K, so that we can determine the cyclic homology of A in general when K is an algebraically clod field.
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