报告题目：Moment Determinacy of Probability Distributions

报告人：Prof. Jordan Stoyanov

报告时间 ：2018年3月28日 15:00-16:00 (周三)

报告地点：知新楼B1238

Resume: We deal with randomvariables and their distributions, 1-dimensional or multidimensional, discreteor continuous, assuming they have finite all integer positive order moments.Any such a distribution is either uniquely determined by its moments, and wesay that it is M-determinate, or it is non-unique, M-indeterminate.

There are classical conditions, including of the type “iff”, howeverthey are all  uncheckable. In this talkthe main discussion will be on conditions which are either only sufficient oronly necessary, but they all can be relatively easily checked. There are somevery recent results, some of them will be presented. Illustrations will begiven, and if time permits, a few open questions will be formulated. 

欢迎各位老师同学积极参加！