论文标题
$ r $ $ -Diagonal运营商的棕色量度，重新审视
Brown measure of $R$-diagonal operators, revisited
论文作者
论文摘要
我们使用从属功能的角度来重新重新制定Haagerup- schultz对$ r $ diagonal运营商的棕色量度的方法。这使我们能够简化原始参数，并通过Belinschi-śniady-Speicher找到与其他方法的联系。棕色度量公式可以根据从属功能来重写。
We use subordination functions perspective to reformulate Haagerup--Schultz's approach for the Brown measure of $R$-diagonal operators. This allows us to simplify the original argument and find a connection with the other approach due to Belinschi-Śniady-Speicher. The Brown measure formula can be rewritten in terms of subordination functions.
