论文标题
在强大的cuntz-krieger代数上
On strong extension groups of Cuntz--Krieger algebras
论文作者
论文摘要
在本文中，我们研究了crieger代数的强大扩展组，并提出了计算这些组的公式。我们还检测到cuntz-krieger代数在强延伸组和弱扩展组中的toeplitz扩展的位置，以确保具有Toeplitz Extension位置的弱扩展组是Cuntz-Kuntz-Krieger Algebra与Transpsed Matsrix相关的同构的完全不变性。
In this paper, we study the strong extension groups of Cuntz--Krieger algebras, and present a formula to compute the groups. We also detect the position of the Toeplitz extension of a Cuntz--Krieger algebra in the strong extension group and in the weak extension group to see that the weak extension group with the position of the Toeplitz extension is a complete invariant of the isomorphism class of the Cuntz--Krieger algebra associated with its transposed matrix.
