论文标题
与图形上随机步行相关的Cuntz代数的表示
Representations of Cuntz algebras associated to random walks on graphs
论文作者
论文摘要
通过对自我措施措施的谐波分析的激励，我们引入了与图形上随机步行相关的Cuntz代数的一类表示。表示形式是使用行涂层的扩张理论构建的。我们研究这些表示形式，他们的换向操作员。
Motivated by the harmonic analysis of self-affine measures, we introduce a class of representations of the Cuntz algebra associated to random walks on graphs. The representations are constructed using the dilation theory of row coisometries. We study these representations, their commutant and the intertwining operators.
