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王艷清:Limit theorems for a supercritical two-type decomposable branching process in a random environment.
2025年06月16日 | 點擊次數:

報告承辦單位:數學與統計學院

報告題目:Limit theorems for a supercritical two-type decomposable branching process in a random environment.

報告摘要:Let be a two-type decomposable branching process in an independent and identically distributed random environment, where a type 1 particle may produce particles of types 1 and 2,while a type 2 particle can only give birth to type 2 particles. We consider asymptotic properties of this process in the supercritical case.            Because is an usual single-type branching process in a random environment, we only consider , first, under some moment conditions, we find a suitable factor II, such that the normalized population size converges almost surely to a finite random variable , and provide a decomposition expression and a non-degeneracy condition of . Second, we give conditions under which is convergent in for , and bounded in for . Finally, we establish a central limit theorem for .

報告人姓名:王艷清

報告人所在單位:中南財經大學

報告人職稱:教授

報告時間:2025年6月14日(星期六)下午17:00-18:00

報告地點:理科樓A212

報告人簡介:王艷清,中南財經政法大學統計與數學學院副院長,教授、博導,全國工業統計教學研究會理事,中國現場統計研究會經濟與金融分會理事,中國現場統計研究會旅游大數據分會理事,全國工業統計教學研究會數字經濟與區塊鏈技術協會理事。長期從事概率論與數理統計、經濟統計相關領域的研究。主持參與國家社科基金重大項目、國家自然科學基金、教育部人文社科項目、國家統計局等縱橫向課題30余項,在《中國科學:數學》、《數學學報》、《數理統計與管理》等國內期刊發表論文20余篇。

 

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