algebraic K theory

The article studies algebraic theory assistant design in the key step of design of synchronous time sequence logic circuits use of.

本文对数字逻辑电路关于同步时序逻辑电路设计的关键步骤中 ,引入代数理论辅助设计作了一些探讨 ,并用实例表明这样的努力使设计过程得到了大大的简

This paper computes K-theory for C~*-algebra E which is the extension of purely infinite simple C~*-algebras A by K,the C~*-algebra of all compact oprators on separable infinite dimensional Hilbert space.

给出了纯无限单的C~*-代数A通过K的扩张代数E的K-理论的一种刻划。

Techniques and concepts related to homology theory, K-theory, and Lie groups have been widely used.

与同调论、K-理论和李群有关的技巧和概念被广泛运用。

By using K-theory of AF-algebra, the paper characterized the automorphism group on the tensor product of the C(X) and the compact ideal when X is a tottaly disconnected compact Hausdoof space.

利用AF-代数的K-理论，本文还刻划了当X是全不连通的紧致Hausdorff空间时，C（X）与紧算子理想的张量积的自同构群。