论文标题
自由概率理论中升级从属特性
Upgrading subordination properties in free probability theory
论文作者
论文摘要
使用分析函数理论方法建立了Voiculescu从属函数的存在。我们使用矩阵结构来表明从因此获得的从属函数还满足了适当修改的条件期望形式。
The existence of Voiculescu's subordination functions in the context of non-tracial operator-valued C*-probability spaces has been established using analytic function theory methods. We use a matrix construction to show that the subordination functions thus obtained also satisfy an appropriately modified form of subordination for conditional expectations.
