论文标题
从相应矩不等式之间的相互关系的随机变量的尾巴估计值
Tail estimates for random variables from interrelation between corresponding moments inequalities
论文作者
论文摘要
我们从其力矩之间的不平等开始，或更一般的Lebesgue-Riesz规范之间的不等式开始，从而得出了两个随机变量之间的尾巴不等式，这在某些参数集中是正确的。我们考虑到Martingale理论中的一些应用。
We derive the tail inequalities between two random variables starting from inequalities between its moment, or more generally between its Lebesgue-Riesz norms, which holds true on certain sets of parameters. We consider some applications into the martingale theory.
