论文标题
在高斯凯利矩阵的浓度上
On the concentration of Gaussian Cayley matrices
论文作者
论文摘要
鉴于有限的组，我们以左代表的形象研究了高斯矩阵系列。我们提出这样的随机矩阵，作为改进非交通性khintchine不平等的基准，我们突出显示了矩阵Spencer猜想的应用。
Given a finite group, we study the Gaussian series of the matrices in the image of its left regular representation. We propose such random matrices as a benchmark for improvements to the noncommutative Khintchine inequality, and we highlight an application to the matrix Spencer conjecture.
