EXPONENTIAL TIGHTNESS FOR INTEGRAL-TYPE FUNCTIONALS OF CENTERED INDEPENDENT DIFFERENTLY DISTRIBUTED RANDOM VARIABLES

SIBERIAN ELECTRONIC MATHEMATICAL REPORTS-SIBIRSKIE ELEKTRONNYE MATEMATICHESKIE IZVESTIYA（2022）

引用 1|浏览1

暂无评分

摘要

Exponential tightness is proved for a sequence of integral - type random fields constructed by centered independent differently distributed random variables. This result is proven using suficient conditions for the exponential tightness of a sequence of continuous random fields of arbitrary form, which are also obtained in this paper.

查看译文

关键词

random field, Cramer's moment condition, large deviations principle, moderate deviations principle, exponential tightness

AI 理解论文

溯源树

样例

生成溯源树，研究论文发展脉络

Chat Paper

正在生成论文摘要