个人简介
数学与统计学院前院长、前任党委书记，国家重点学科概率论与数理统计主要带头人，“十二五”湖南省数学一级重点学科负责人，“十二五”湖南省高校科技创新团队负责人。1977年考入湖南师范大学数学系读大学本科；1988年长沙铁道学院概率论与数理统计专业博士研究生毕业，获理学博士学位。先后在湖南师范大学、长沙铁道学院（2000年合并为中南大学）从事数学的教学、科研和管理工作；2001年7-9月、2005年9月-2006年9月先后在加拿大Windsor大学和美国Michigan State University留学访问。1995年破格晋升为教授、1996年起担任博士生导师。主持和参加了国家自然科学基金、博士点基金、湖南省自然科学基金等十多项科研、教学课题，合作出版专著3部，发表论文100多篇。先后主讲了近二十门本科生、研究生课程；指导和培养了硕士生、博士生八十多人。曾获全国第七届优秀科技图书二等奖，两次获湖南省科技进步一等奖等科研奖励。是铁道部有突出贡献的中青年专家,教育部优秀青年教师资助计划获得者，并入选湖南省首批新世纪121人才计划第二层次人选。
教育经历
[1] 1978.3-1982.1
湖南师范学院 大学本科毕业
[2] 1985.5-1988.12
长沙铁道学院 理学博士学位 | 博士研究生毕业
[3] 1985.5-1988.12
长沙铁道学院 | 概率论与数理统计 | 博士学位 | 博士研究生毕业
[4] 1982.8-1984.5
长沙铁道学院、中国科学院应用数学所 | 概率论
进修概率论专业硕士研究生
[5] 1978.3-1981.12
湖南师范大学 | 数学 | 学士学位 | 大学本科毕业
工作经历
[1] 2014.7-2019.1
中南大学 | 数学与统计学院 | 党委书记 | 教授
[2] 2005.12-2014.6
中南大学 | 数学与统计学院 | 院长 | 教授
[3] 2002.5-2005.11
中南大学 | 数学科学与计算技术学院 | 副院长 | 教授
[4] 1995.7-至今
长沙铁道学院（现为中南大学） | 教授 |
其中：
1996.06- 任概率论与数理统计学科博士生导师，
1997.01-1999.12任长沙铁道学院科研所副所长， ...
[5] 1988.12-1995.6
长沙铁道学院科研所 | 讲师、副教授（博士毕业后留校工作）
[6] 1982.1-1985.4
湖南师范大学 | 数学系 | 助教（本科毕业留校工作）
科研项目
[1]排队系统与排队网络性能指标及随机控制问题的研究,在研,国家自然科学基金面上项目,刘再明
[2]几类复杂排队系统的研究及在可靠性分析中的应用,已结题,国家自然科学基金面上项目,刘再明
[3]复杂排队系统的研究,已结题,博士点基金项目（博导类）,刘再明
[4]基于创新能力培养的大学数学教学改革的理论研究与实践,已结题,湖南省高校教改项目,刘再明
[5]《连续时间马氏链》课程改革的研究与实践,已结题,中南大学研究生教改项目,刘再明
[6]马尔可夫到达排队系统的建模分析及算法研究,已结题,国家自然科学基金面上项目,刘再明
[7]马氏骨架过程在保险风险模型研究中的应用,已结题,湖南省自然科学基金项目,刘再明
[8]保险风险随机模型的研究,已结题,国家自然科学基金面上项目,刘再明
[9]马尔可夫骨架过程及其在保险风险研究中的应用,已结题,教育部优秀青年教师资助计划,刘再明
[10]马尔可夫骨架过程在数学生态学中的应用,已结题,湖南省自然科学基金,刘再明
[11]马尔可夫骨架过程及其在排队论中的应用,已结题,国家自然科学基金
[12]排队网络中的新方法,已结题,博士点基金
[13]马尔可夫骨架过程及其应用,已结题,国家自然科学基金
[14]马尔可夫骨架过程及其应用,已结题,湖南省自然科学基金,刘再明
著作成果
[1]《马尔可夫骨架过程》.刘国欣等7人合著,刘再明,刘万荣,侯振挺,湖南科技出版社,2020
[2]《生灭过程》.李俊平等6人合著,张汉君,刘再明,侯振挺,湖南科技出版社,2020
[3]《马尔可夫过程的Q-矩阵问题》.刘再明等7人合著,张汉君,邹捷中,侯振挺,湖南科技出版社,2020
获奖信息
[1]中南大学第三届“研究生最喜爱的导师”|2015
[2]湖南省教学成果三等奖|2010
[3]湖南省首批新世纪121人才计划第二层次人选（全省数学类第一、二层次人选共8人）|2004
[4]中南大学“优秀研究生指导教师”|2003
[5]教育部优秀青年教师资助计划|2001
[6]湖南省科技进步一等奖|2001
[7]铁道部有突出贡献的中青年科技专家|2000
[8]湖南省跨世纪学术和技术带头人后备人选|1999
[9]湖南省科技进步一等奖|1998
[10]全国第七届优秀科技图书二等奖|1995
主讲课程
本科生：
高等数学、线性代数、概率论、复变函数、实变函数等；
研究生：
矩阵论、测度论、随机过程理论、马尔可夫过程论、点过程与更新理论、布朗运动与随机积分、鞅论、排队论、保险风险理论、破产理论等。
近期论文
查看导师最新文章
（温馨提示：请注意重名现象，建议点开原文通过作者单位确认）
[1].Optimal Control of Mean-Field Backward Doubly Stochastic Systems Driven by Ito-Lévy Processes,:International Journal of Control,2018
[2].Analysis of Strategic Customer Behavior in Fuzzy Queueing Systems,:Journal of Industrial and Management Optimization,2018
[3].Stationary analysis of the infinite-server queue modulated by a multi-phase Markovian environment,:Journal of Applied Mathematics and Computing,2018,58(1):33-46
[4].Optimal Impulse Control of a Mean-reverting Inventory With Quadratic Costs,:Journal of Industrial and Management Optimization,2018,14(4):1685-1700
[5].Strategic behavior in the partially observable Markovian queues with partial breakdowns,:Operations Research Letters,2017,45:471-474
[6].Analysis of the Optimal Resource Allocation for a Tandem Queueing System,:Mathematical Problems in Engineering,2017
[7].Optimal balking strategies in the M/M/1 queue with multi-phase failures and repairs,:Operational Research,2017
[8].Maximum Principle for Mean-field Zero-sum Stochastic Differential Game with Partial Information and Its Application to Finance,:European Journal of Control,2017
[9].Fluid Queue Driven by a Multi-server Queue with Multiple Vacations and Vacation in Terruption,:RAIRO Operations Research,2017,51(4):931-944
[10].Stationary analysis of the infinite-server queue modulated by a multi-phase Markovian environment,:Journal of Applied Mathematics and Computing,2017
[11].带交易费用和投资约束的扩散模型中最优投资-分红问题（英文）,:应用概率统计,2017(2):151-169
[12].On the concept of subcriticality and criticality and a ratio theorem for a branching process in a random environment,:Statistics & Probability Letters,2017,127:97-103
[13].The M/M/C queueing system in a random environment，:Journal of Mathematical Analysis and Applications,2016,436(1):556-567
[14].Heavy-traffic Asymptotics of Priority Polling System with Threshold Service Policy，:Computers & Operation Research,2016,65:19-28
[15].Equilibrium strategies of the unobservable M/M/1 queue with balking and delayed repairs，:Applied Mathematics and Computation,2016,290(1):56-65
[16].Equilibrium in vacation queueing system with complementary services,:Quality Technology & Quantitative Management,2016:1-14
[17].On the three-queue priority polling system with threshold service policy，:Journal of Applied Mathematics and Computing,2016:1-26
[18].Exact tail asymptotics: revisit of a retrial queue with two input streams and two orbits:Annals of Operations Research,2015:1-24
[19].高负荷下分支型轮询排队网络的极限性态，:中国科学:数学,2015,20(5):515-526
[20].Equilibrium Mixed Strategies in a Discrete-time Markovian Queue under Multiple and Single Vacation Policies，:Quality Technology & Quantitative Management,2015,12:367-380
[21].Convergence dynamics of stochastic reaction–diffusion neural networks with impulses and memory:Neural Computing and Applications,2015,26(3):651-657
[22].Pricing Analysis in Geo/Geo/1 Queueing System,:Mathematical Problems in Engineering,2015
[23].Exact Tail Asymptotics for a Discrete-time Preemptive Priority Queue,:Acta Mathematicae Applicatae Sinica,2015,31(1):43–58
[24].Asymptotic behavior of sample paths for retarded stochastic differential equations without dissipativity,:Advances in Difference Equations,2015:177-188
[25].Frequency- and spatial-correlated noise on layered magnetotelluric inversion,:Geophysical Journal International,2014,199:1205-1213
[26].An M/G/1 retrial G-queue with preemptive resume priority and collisions subject to the server breakdowns and delayed repairs,:J. Appl. Math. Comput.,2014,44:187-213
[27].Discrete-Time GI^X/Geo/1/N Queue With Working Vacations And Vacation Interruption:Asia-Pacific journal of Operational Reseach,2014,31(1)
[28].Dividend Problems with a Barrier Strategy in the Dual Risk Model until Bankruptcy,:Journal of Applied Mathematics,2014
[29].The Gerber-Shiu Expected Penalty Function for the Risk Model with Dependence and a Constant Dividend Barrier,:Abstract and Applied Analysis,2014
[30].Minimum distance estimation for fractional Ornstein-Uhlenbeck type process,:Advances in Difference Equations,2014:137-144
[31].Parameter Estimation for Stochastic Differential Equations Driven by Mixed Fractional Brownian Motion,:Abstract and Applied Analysis,2014
[32].The MX/M/1 queue with working breakdown,:RAIRO - Operations Research,2014,48:399-413
[33].A Repairable GeoX /G/1 Retrial Queue with Bernoulli Feedback and Impatient Customers,:Acta Mathematicae Applicatae Sinica,2014,30:205-222
[34].Geo/Geo/1 retrial queue with non-persistent customers and working vacations,:Journal of Applied Mathematics and Computing,2013
[35].A discrete-time Geo/G/1 retrial queue with preferred and impatient customers,:Applied Mathematical Modelling,2013,37
[36].The GI/M/1 queue with Bernoulli-schedule-controlled vacation and vacation interruption,:Applied Mathe matical Modelling,2013
[37].Dividend problems in the dual risk model with exponentially distributed observation time,:Statistics and Probability Letters,2013,83
[38].An M/G/1 queue with single working vacation and vacation interruption under Bernoulli schedule,:Applied Mathematical Modelling,2013,37
[39].The ruin problem in a renewal risk model with two-sided jumps,:Mathematical and Computer Modelling,2013,57
[40].Regulated absolute ruin problem with interest structure and linear dividend barrier,:Economic Modelling,2012,29
[41].Geo/Geo/1 retrial queue with working vacations and vacation interruption,:Journal of Applied Mathematics and Computing,2012
[42].考虑流动储备金和利率的风险模型的分红问题冰，:高校应用数学学报,2012,27(2)
[43].随机环境中马氏链的大数定律和强大数定律，:应用概率统计,2011,27
[44].一类具有随机保费风险模型的破产问题，:应用数学学报,2011,34
[45].多重延误休假的单部件可修系统—一些新的可靠性指标，:系统工程学报,2011,26
[46].The perturbed compound Poisson risk model with linear dividend barrier,:J. of Computational and Applied Mathematics,2011,235
[47].The GI/M/1 queue with start-up period and single working vacation and Bernoulli vacation interruption,:Applied Mathematics and Computation,2011,218
[48].Nagumo type existence results of Sturm–Liouville BVP for impulsive differential equations,:Nonlinear Analysis,2011,74
[49].The Maximum Surplus before Ruin in a Generalized Erlang(n) Risk Process Perturbed by Diffusion,:Chinese Journal of Applied Prob. and Stat.,2011,27
[50].Discrete-time Geo1, GeoX2/G1, G2/1 retrial queue with two classes of customers and feedback,:Mathematical and Computer Modelling,2011
[51].Analysis of the finite source MAP/PH/N retrial G-queue operating in a random environment,.[J]:Applied Mathematical Modelling,2011,35
[52].A discrete-time Geo/G/1 retrial queue with preemptive resume and collisions,.[J]:Applied Mathematical Modelling,2011,35
[53].Estimates for the optimal control policy in the presence of regulations and heavy tails，.[J]:Economic Modelling,2011(28)
[54].A note on operator self-similar Gaussian vector fields，.[J]:Applied Mathematics Letters,2010(23)
[55].Delay-independent stability of stochastic reaction-diffusion neural networks with Dirichlet boundary conditions ，.[J]:Neural Comput & Applic,2010
[56].The perturbed compound Poisson risk model with linear dividend barrier，:Journal of Computational and Applied Mathematics,2010
[57].Estimation of the Birnbaum_Saunders regression model with current status data,:Computational Statistics and Data Analysis,2010(54)
[58].The perturbed compound Poisson risk model with constant interest and a threshold dividend strategy:Journal of Computational and Applied Mathematics,2010,2010(233)
[59].Risk Process With Barrier And Random Income,.[J]:Applied Mathematics E-Notes,2010,2010(10)
[60].具有负顾客和抢占反馈的M/G/1随机休假排队系统,.[J]:应用数学,2010,23(2)
[61].带负顾客和非空竭服务随机休假的M[X]/G/1可修排队系统,:系统科学与数学,2010,30(3)
[62].基于马尔可夫到达过程的并联可修系统的可靠性分析.[J]:系统工程理论与实践,2010,30(6)
[63].一类跳扩散需求存贮系统(s,S)库存控制策略研究，:应用数学学报,2010(4)
[64].带双阈值的一类更新风险模型的Gerber-Shiu折现罚函数，:应用数学学报,2010(2)
[65].An MAP/G/1 G-queues with Preemptive Resume and Multiple Vacations ,:Applied Mathematical Modelling,2009(33):1739-1748
[66].On the BMAP/G/1 G-queues with second optional service and multiple vacations，:Applied Mathematical Modelling,2009,33(12)
[67].On a class of mathematical ecosystems with random jumps,:Statistics and Probability Letters,79(2009):630-636
[68].Methods for estimating optimal Dickson and Waters modification dividend barrier，:Economic Modelling,2009,26(5)
[69].An M/G/1 retrial G-queue with preemptive resume and feedback under N-policy subject to the server breakdowns and repairs，:Computers & Mathematics with Applications,2009(2009,58(9))
[70].The perturbed compound Poisson risk model with constant interest and a threshold dividend strategy ,.[J]:Journal of Computational and Applied Mathematics,2009
[71].P-Moment Stability of Stochastic Nonlinear Delay Systems with Impulsive Jump and Markovian Switching,:Stochastic Analysis and Applications,2009,27(5):911-923
[72].Delay-independent Stability of Stochastic Reaction-diffusion Neural Networks with Dirichlet Boundary Conditions,.[J]:Neural Comput. & Applic,2009
[73].带阈限分红策略的一类更新风险模型，:应用数学学报,2009(Vol.32(3)，2009)
[74].基于排队论的一个物流模型，:系统工程理论与实践,2009(Vol.29(9)，2009)
[75].具有N策略和负顾客的反馈抢占型的M/G/1重试可修排队系统，:应用数学学报,2009(32(2)，2009)
[76].随机环境下一类时序模型的伴随非常返性 ，:应用数学学报,2009,Vol.32(1)
[77].带利息力的随机双险种风险模型 ，:高校应用数学学报A辑,2008,Vol.23(4)
[78].An Entropy-Based Statistic for Genomic Association Study for QTL in Extreme Samples of Population ，:《生物数学学报》,2008,Vol.23(4)
[79].Stability in distribution of nonlinear systems with time-varying delay and Semi-Markovian switching.[J]:ANZIAM Journal,2008,Vol.50(2)
[80].一类带随机收入的离散时间风险模型的带壁分红问题 ，:应用数学学报,2008,Vol.31(4):642-647
[81].Some inclusion relationships and integral-preserving properties of certain subclasses of meromorphic functions associated with a family of integral operations,:J. Math. Anal. Appl.,2008,337
[82].隐含风险中性分布在巨灾超额损失再保险定价中的应用，:经济数学,2008,25(4)
[83].随机保费下带红利的期望贴现惩罚函数，:系统工程,2008,26(7)
[84].Hall分布族在巨额索赔数据的极值分位数估计与风险度量中的应用，:系统工程,2008,26(7)
[85].半马氏过程的一维分布及构造，:数学研究与评论,2008,28(3)
[86].一类过程需求存贮系统的策略研究及其费用弹性分析，:经济数学,2008,25(1)
[87].在NBCC模型中相关性对破产概率的影响，:工程数学学报,2008,25(1)
[88].基于改进基线性算法的线性规划灵敏度问题研究，:数学的实践与认识,2007
[89].一类带投资收益风险模型的罚金折现期望,:经济数学,2007,24(3)
[90].竞争型二元风险模型破产概率，:数学杂志,2007,27(5)
[91].投资收益下的两类双二项风险模型的破产概率及比较,:经济数学,2007,24(2)
[92].一类马氏调制费率的双险种风险模型的破产概率,:经济数学,2007,24(2)
[93].On the Ruin Probabilities of a Bi-dimensional Perturbed Risk Model，:Insurance: Mathematics and Economics,2007,41
[94].混合指数更新模型下平均折现惩罚函数，:应用概率统计,2007,23(2)
[95].An entropy-based index for fine-scale mapping of QTL，:Journal of Genetics and Genomics,2007,34(5)
[96].保费收入为Poisson过程的更新风险模型，:大学数学,2007
[97].基于模糊评价法的企业经理人的绩效评估,:数学的实践与认识,2006
[98].一类索赔时间相依的离散时间的二元风险模型的破产概率，:系统工程,2006
[99].双更新风险模型，:应用数学学报,2006,29(2)
[100].一类索赔到达计数过程相依的二元风险模型，:数学的实践与认识,2006
[101].带扰动的具有新险种开发的负风险模型，:经济数学,2005,22(3)
[102].一类带跳的线性回归模型，:湖南大学学报(自然科学版),2005
[103].竞争型的n元风险模型，:应用数学,2005,18
[104].一类延迟更新风险模型的破产概率,:经济数学,2005,22(1)
[105].A kind of risk models with two classes of insurance business,.Hong Kong:International Congress of Chinese Mathematicians,2004
[106].一类延迟双险种风险模型的破产概率，:数学理论与应用,2004,24(3)
[107].Ruin probability of a risk model with two classes of insurance business,.Beijing:12th INFORMS/APS Conference,2004
[108].SMAP/INID/1系统的瞬时队长分布，:中南大学学报,2004,35(2)
[109].广义复合二项风险模型下的破产概率，:数学理论与应用,2004,24(1)
[110].On Safety Investment of Enterprises,:Progress in Safety Science and Technology,2004,IV
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