基本解释：内测度
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is equal to the inner measure μwhich is defined on the hereditary H (S (R)) =H (R) and introduced by Paul R.Ｈａｌｍｏｓ由σ－环Ｓ（Ｒ）上的σ－有限测度μ（μ｜Ｒ＝μ）所引出的定义在Ｈ（Ｓ（Ｒ））＝Ｈ（Ｒ）上的内测度μ是一致的，由此指出了环Ｒ上σ－有限测度的扩张的另一条途径。
Based on rough set theory,we discuss the relation between belief functions and inner measures,between belief functions and the lower probability of a random set.以粗糙集为基础,研究了信任函数与内测度、信任函数与随机集的下概率之间的关系,并给出了它们基于粗糙集理论的解释。
In this paper we obtain the weighted norm inequalities of Riesz-mean operators by interpolation of change measures, weighted multiplier theory and other ways, some results of Sogge are generalized to the weighted case, and some are improved to some extent.本文利用变测度内插定理,权乘子理论等方法,得到了Riesz-mean算子的加权估计。
