论文标题
单方面最小功能的加权不平等
Weighted Inequalities for One-sided Fractional Minimal Function
论文作者
论文摘要
在本文中，我们提出了分数单侧最小函数的加权规范不等式。我们证明了对$ \ mathbb {r}的单方面最小功能的加权弱和强类型规范不平等。后来，我们建立了这两个体重类别之间的等价关系。
In this article, we present weighted norm inequality for a fractional one-sided minimal function. We prove weighted weak and strong type norm inequalities for the one-sided minimal function on $\mathbb{R}.$ We construct two weight classes to ensure the sufficient and necessary part of the weak and strong type estimates. Later, we establish an equivalence relation between these two weight classes.
