论文标题
尖锐的rosenthal型不平等，用于混合物和对数洞变量
Sharp Rosenthal-type inequalities for mixtures and log-concave variables
论文作者
论文摘要
对于独立随机变量的总和，这是固定分布的混合物，我们获得了具有尖锐常数的玫瑰植物不平等。当汇总的矩分别受到限制时，我们还会在对数凸口设置中确定极端者。
We obtain Rosenthal-type inequalities with sharp constants for moments of sums of independent random variables which are mixtures of a fixed distribution. We also identify extremisers in log-concave settings when the moments of summands are individually constrained.
