摘要
通过区间剖分法构造一个辅助函数,然后利用单调函数导数存在定理来证明具有对数分布的随机变量序列的一个强大数定理.
An auxiliary function by using the method of splitting intervals is established. APPlying Lebesuge's theorem on darerentiability of monotone function, a new proof of the theorem of strong law of large numbers for the sequence of random variables of the logarithmicdistribution is given.
关键词
对数分布
强大数定理
收敛
随机变量序列
Logarithmic distribution
Strong law of large numbers
Convergence