摘要
定义了环(?)上的测度列{μ_k∶k≥1}的无穷线性组合 sum from k=1 to ∞ a_kμ_k(a_k≥0),并证明了它也是(?)上的测度.然后在可测空间(Ω,A)上给出并讨论了 sum from k=1 to ∞ a_kμ_k 的若干积分性质.
A infinite linear combination of a sequence of measures {μ_k,K≥1} on a ring to is defined,and it has been proced that it is also a measure.Then,some integral properties of (?)on a measurable space (Ω,A) are proposed and discussed.
出处
《沈阳化工学院学报》
1993年第2期135-141,共7页
Journal of Shenyang Institute of Chemical Technolgy
关键词
环
可测空间
测度
可测函数
积分
ring
measurable space
measure
measurable function
integral
