孔令涛
职 称：副教授、硕士生导师
职 务：数理统计系系主任
电子邮箱：kltgw80@163.com
办公电话：无
教师简介
教育背景
1998.9-2002.7，山东师范大学数学系应用数学专业，理学学士
2005.9-2010.7，中国科学院研究生院概率论与数理统计专业，理学博士
工作经历
2002.7-2005.9，山东省商贸学校，教师
2010.7-至今，山东财经大学，教师
研究领域、主讲课程与研究方向
2010.07-至今，山东财经大学统计学院
本科：高等数学、线性代数、概率论与数理统计、多元统计分析、时间序列分析、非参数统计等
硕士：高等数理统计、金融随机分析
研究成果
代表性成果
[1] 孔令涛，胡晓予*. 一般从属过程占时测度的乘积测度的重分形结构. 中国科学A辑：数学，2009,39（6）:689-699.
[2] Kong Lingtao，Shen Dan， Hu Xiaoyu*. The fractal structures of the exceptional sets of Levy processes. Science in China Series A: Mathematics, 2009, 52(7), 1459-1466.
[3] Kong Lingtao, Xiaoyu Hu*，Multifractal structure of the product measure of two independent general subordinators’ occupation measures， Science in China Series A: Mathematics, 2009, 52(8): 1785-1795 (SCI)
[4] Kong Lingtao，Thick points of two independent stable subordinators, Lithuanian Mathematical Journal, 2015, 55(4): 543-554 (SCI)
[5] Kong Lingtao，Convergence rate in precise asymptotics for the law of the iterated logarithm, Lithuanian Mathematical Journal, 2016, 56(3): 318-324 (SCI)
[6] Kong Lingtao，Dai Hongshuai*, Convergence rate in precise asymptotics for Davis law of large numbers, Statistics & Probability Letters, 2016, 119: 295-300(SCI)
[7] Kong Lingtao，Dai Hongshuai*, Convergence rates in precise asymptotics for a kind of complete moment convergence, Stochastics and Dynamics, 2017, 17: 1750015 (SCI)
[8] Kong Lingtao，Dai Hongshuai*,Exact asymptotics in complete moment convergence for record times and the associated counting process, Chinese Journal of Applied Probability and Statistics(应用概率统计), 2017, 33: 257-266
[9] Dai Hongshuai, Kong Lingtao*, Optimal Asset Control of the Dual Model with a Penalty at Ruin, Journal of Mathematical Research with Applications, 2017, 37: 477-488
[10] Zhai Xueying*, Cheng Ruiyong, Kong Lingtao, Yang Lei, Li Jinli, Ding Shujuan, Li Lianping，A Study on the Connection between the Incidence of Postherpetic Neuralgia and Serum Ionized Calcium，Chinese Medical Journal，2015, 128(22): 3106-3108 (SCI)
[11] Dai Hongshuai, Shen Guangjun*, Kong Lingtao, Limit theorems for functionals of Gaussian vectors, 2017, 12: 821-842 (SCI)
主持或作为主要参与人参与的科研项目
[1] 2017.06-2020.05，随机变量序列精确渐近性收敛速度的研究，山东省高等学校科技计划项目（J17KA163），主持.