姓名：王华明
出生年份：1983年
出生地：云南彝良
电子邮箱：hmking@ahnu.edu.cn
通讯地址：安徽省芜湖市安徽师范大学数学与统计学院
王华明 (“Hua-Ming” Wang)
教育背景
2007.9-2010.7 北京师范大学
-概率论与数理统计专业 博士研究生
-导师: 洪文明 教授
-博士论文：《随机环境中跳幅有界随机游动的枝结构及其应用》
2007.9-2010.8 北京师范大学
-概率论与数理统计专业 硕士研究生
-导师: 洪文明 教授
-硕士论文：《随机环境中随机游动的几个极限定理》
2000.9-2004.7 华东师范大学
-统计学专业 理学学士
研究兴趣
-分枝过程
-随机游动
-随机矩阵
教学经历
2021.11至今
安徽师范大学统计系 教授
主讲课程：《随机过程》、《概率论》、《概率论与数理统计》、《精算学》、《金融数学》
2014.10-2021.10
安徽师范大学统计系 副教授
主讲课程：《随机过程》、《概率论与数理统计》、《精算学》、《试验设计》、《金融数学》
2012.7-2014.9
安徽师范大学统计系 讲师
主讲课程：《概率论与数理统计》、《精算学》
2007.7-2012.6
北京联合大学商务学院 讲师
主讲课程：《高等数学》、《线性代数》
论文成果
已发表英文论文
1. Wang, H.-M., Wang, L. Local time, upcrossing time and weak cutpoints of a spatially inhomogeneous random walk on the line. Stochastic Process. Appl., 2025, 181: Paper No. 104550, 1-29.
2. Sun, H., Wang, H.-M., Li, B., Yang, H. Regeneration of branching processes with immigration in varying environments. J. Appl. Probab., 2025, 62: 422-444.
3. Wang, H.-M. Times of a branching process with immigration in varying environments attaining a fixed level. Acta Math. Sin. (Engl. Ser.), 2025 41: 1789-1806.
4. Tang, L., Wang, H.-M. Cutpoints of (1,2) and (2,1) random walks on the lattice of positive half line. J. Theoret. Probab., 2024, 37(1): 409-445.
5. Wang, H.-M., Sun, H. Asymptotics of product of nonnegative 2-by-2 matrices with applications to random walks with asymptotically zero drifts. Linear Multilinear Algebra, 2023, 71(2): 150–177.
6. Sun, H., Wang, H.-M. On a maximum of some random walk on lattice of half line. Chinese J. Appl. Probab. Statist., 2023, 39(5): 633-642.
7. Wang, H.-M., Yao, H. Two-type linear fractional branching processes in varying environments with asymptotically constant mean matrices. J. Appl. Probab., 2022, 59(1): 224–255.
8. Chow, Y., Sophia R.-J. Jang, Wang, H.-M. Cooperative hunting in a discrete predator-prey system. Int. J. Biomath., 2020, 13(7): 2050063.
9. Wang, H.-M. On the number of points skipped by a transient (1,2) random walk on the lattice of the positive half line. Markov Processes Relat. Fields, 2019, 25(1): 125-148.
10. Wang, H.-M., Zhang, M. M-estimator and its weak consistency for a (2,1) random walk in a parametric random environment. Stoch. Models, 2019, 35(3): 338-356.
11. Chow, Y., Sophia R.-J. Jang, Wang, H.-M. Cooperative hunting in a discrete predator–prey system II. J. Biol. Dyn., 2019, 13(S1): 247–264.
12. Wang, H.-M. Limit theorems for birth and death process with one-side bounded jumps in random environment. Chinese J. Appl. Probab. Statist., 2019, 35(1): 51-62.
13. Wang, H.-M. Law of large numbers for random walk with unbounded jumps and birth and death process with bounded jumps in random environment. J. Theoret. Probab., 2018, 31(2): 619-642.
14. Hong, W., Wang, H.-M. Branching structures within random walks and their applications. Chapter in Branching processes and their applications, Leture Notes in Statistics, 2016, 219: 57-73.
15. Wang, H.-M. Slowdown property for correlated random walk in random environment. Chinese J. Appl. Probab. Statist., 2016, 32(4): 341-348.
16. Wang, H.-M., Hong, W. Intrinsic branching structure within random walk on Z. Theory Probab. Appl., 2014, 58(4): 640-659.
17. Wang, H.-M. On total progeny of multitype Galton-Watson process and the first passage time of random walk on lattice. Acta Math. Sin. (Engl. Ser.), 2014, 30(12): 2161-2172.
18. Wang, H.-M. A note on multitype branching process with bounded immigration in random environment. Acta Math. Sin. (Engl. Ser.), 2013, 29(6): 1095-1110.
19. Hong, W., Wang, H.-M. Intrinsic branching structure within (L-1) random walk in random environment and its applications. Infin. Dimens. Anal. Quantum Probab. Relat. Top., 2013, 16: Paper No. 1350006, 1-14.
20. Wang, H.-M. Mean and variance of first passage time of nonhom- ogeneous random walk. Front. Math. China, 2012, 7(3): 551–559.
21. Wang, H.-M. On tail probability of products of random matrices. Math. Appl., 2011, 24(3): 581-586.
22. Hong, W., Wang, H.-M. Quenched moderate deviations principle for random walk in random environment. Science China Mathematics, 2010, 53: 1947–1956.
已发表中文论文
23. 王华明. 变环境下带移民分枝过程人口数连续击中指定水平的时间集合: 中国科学: 数学, 2026, 56: 1–22, Doi: 10.1360/SSM-2025-0113
24. 王华明. 变环境下两物种分枝过程灭绝时的极限定理. 中国科学: 数学, 2024, 54(6): 839-862.
25. 王华明. 随机游动轨道中的分枝结构. 中国科学: 数学, 2019, 49(3): 517-534.
26. 王华明. 一类随机环境中随机游动的值域问题.中国科学: 数学, 2017, 47(7): 841-852.
27. 王华明, 纪媛媛, 国学思想与大学数学, 理论数学, 2013, 3, 201-206
学术报告
l 2026年7月，参加第21届马氏过程及相关课题国际研讨会，报告题目：“Z_+上带线性增长深度陷阱的有偏随机游动”。
l 2025年7月，参加第20届马氏过程及相关课题国际研讨会，报告题目：“非齐次马尔可夫伯努利变量和的极限分布”。
l 2024年7月，参加第19届马氏过程及相关课题国际研讨会，报告题目：“变环境下带移民分枝过程连续达到指定水平的时间”。
l 2023年9月，参加 “分枝过程及其应用”国际会议，报告题目：“变环境下带移民分枝过程达到固定水平的时间”。
l 2023年7月，参加第18届马氏过程及相关课题国际研讨会，报告题目：“正半轴上暂留随机游动的局部时”。
l 2022年11月，参加第17届马氏过程及相关课题国际研讨会，报告题目：“2x2矩阵乘积与随机游动的切割点”。
l 2021年7月，参加第16届马氏过程及相关课题国际研讨会，报告题目：“变环境下随机游动的最大值”。
l 2021年6月，参加第7届分枝马氏过程及相关课题研讨会，报告题目：“变环境下带移民分枝过程的再生”。
l 2021年4月，参加第5届分枝过程及其应用国际研讨会，报告题目：“均值矩阵为渐近常数的变环境下两物种线性分式分枝过程”。
l 2020年10月，参加“分枝过程及相关课题”线上研讨会，报告题目：“变环境下两物种线性分式分枝过程”。
l 2018年7月，参加“第14届马氏过程及相关课题国际研讨会”，报告题目：“(1,2)随机游动跃过的点的极限定理”。
l 2016年7月，参加“第46届圣弗卢尔概率暑期学校”，报告题目：“随机游动中的分枝结构”。
l 2016年5月，参加“第二届分枝马氏过程及相关课题研讨会”，报告题目：“随机环境中(1,2)随机游动的值域”。
l 2015年4月，参加 “第三届分枝过程及其应用研讨会”，报告题目：“整数集Z上随机游动的内在分枝结构及其应用”。
l 2015年8月，参加“第11届马氏过程及相关课题国际研讨会”，报告题目：“随机环境中无界跳幅随机游动的大数定律”。
l 2014年6月，参加“第10届马氏过程及相关课题国际研讨会”，报告题目：“随机环境中具有有界跳幅的生灭过程”。
l 2013年7月，参加“第9届马氏过程及相关课题国际研讨会”，报告题目：“多物种Galton-Watson过程的总人口数与格点上随机游动的首达时”。
科研项目
l 2023-2026年，安徽省教育厅自然科学研究重大项目（项目批准号：2023AH040025）：《随机环境及变环境下分枝过程的边界、再生及总人口数的极限理论》。
l 2016-2018年，国家自然科学基金青年项目（项目批准号：11501008）：《随机环境中非紧邻随机游动及高维随机游动的极限理论》。
l 2015-2017年，安徽省自然科学基金青年项目（项目批准号：1508085QA12）：《随机环境中随机游动及其局部时的极限理论》。
l 2014-2016年，安徽省教育厅自然科学研究重点项目（项目批准号：KJ2014A085）：《随机环境中随机游动的遍历性与慢化性质》。
l 2013年1月-2013年12月，国家自然科学基金数学天元基金项目（项目批准号：11226199）：《带形上分枝随机游动的极限定理》。
Name：Hua-Ming Wang
Year of birth：1983
Place of birth：Yunnan, China
Email: hmking@ahnu.edu.cn
Address: School of Mathematics & Statistics, Anhui Normal
University, Wuhu, 241003, Anhui, China
王华明 (“Hua-Ming” Wang)
EDUCATION
2007.9-2010.9 Beijing Normal University
-PhD Candidate Probability Theory and Statistics
-Supervisor: Prof. Wenming Hong
-Thesis: Branching structure for random walk with bounded
jumps in random environment and its application
2004.9-2007.7 Beijing Normal University
-Master of Science Probability Theory and Statistics
-Supervisor: Prof. Wenming Hong
-Thesis: Some limiting theorem for random walk in random
environment
2000.9-2004.8 East China Normal University
-Bachelor of Science Statistics
RESEARCH INTERESTS
-Branching Processes
-Random Walks
-Random Matrix Theory
TEACHING EXPERIENCE
2021.11-
Professor in Department of Statistics, Anhui Normal University.
Instructor of the courses "Stochastic Processes", "Probability Theory", "Probability Theory and Mathematical Statistics", "Life Insurance", “Mathematical Finance”.
2014.10-2021.10
Associate professor in Department of Statistics, Anhui Normal University.
Instructor of the courses "Stochastic Processes", "Probability Theory and Mathematical Statistics", "Life Insurance" , "Design and Modeling of Experiment", “Mathematical Finance”.
2012.7-2014.9
Assistant professor in Department of Statistics, Anhui Normal University.
Instructor of the courses "Probability Theory and Mathematical Statistics" and "Life Insurance".
2007.7-2012.6
Assistant professor in Business College, Beijing Union University.
Instructor of the courses "Calculus" and "Algebra".
RESEARCH PAPERS
1. Wang, H.-M., Wang, L. Local time, upcrossing time and weak cutpoints of a spatially inhomogeneous random walk on the line. Stochastic Process. Appl., 2025, 181: Paper No. 104550, 1-29.
2. Sun, H., Wang, H.-M., Li, B., Yang, H. Regeneration of branching processes with immigration in varying environments. J. Appl. Probab., 2025, 62: 422-444.
3. Wang, H.-M. Times of a branching process with immigration in varying environments attaining a fixed level. Acta Math. Sin. (Engl. Ser.), 2025 41: 1789-1806.
4. Tang, L., Wang, H.-M. Cutpoints of (1,2) and (2,1) random walks on the lattice of positive half line. J. Theoret. Probab., 2024, 37(1): 409-445.
5. Wang, H.-M., Sun, H. Asymptotics of product of nonnegative 2-by-2 matrices with applications to random walks with asymptotically zero drifts. Linear Multilinear Algebra, 2023, 71(2): 150–177.
6. Sun, H., Wang, H.-M. On a maximum of some random walk on lattice of half line. Chinese J. Appl. Probab. Statist., 2023, 39(5): 633-642.
7. Wang, H.-M., Yao, H. Two-type linear fractional branching processes in varying environments with asymptotically constant mean matrices. J. Appl. Probab., 2022, 59(1): 224–255.
8. Chow, Y., Sophia R.-J. Jang, Wang, H.-M. Cooperative hunting in a discrete predator-prey system. Int. J. Biomath., 2020, 13(7): 2050063.
9. Wang, H.-M. On the number of points skipped by a transient (1,2) random walk on the lattice of the positive half line. Markov Processes Relat. Fields, 2019, 25(1): 125-148.
10. Wang, H.-M., Zhang, M. M-estimator and its weak consistency for a (2,1) random walk in a parametric random environment. Stoch. Models, 2019, 35(3): 338-356.
11. Chow, Y., Sophia R.-J. Jang, Wang, H.-M. Cooperative hunting in a discrete predator–prey system II. J. Biol. Dyn., 2019, 13(S1): 247–264.
12. Wang, H.-M. Limit theorems for birth and death process with one-side bounded jumps in random environment. Chinese J. Appl. Probab. Statist., 2019, 35(1): 51-62.
13. Wang, H.-M. Law of large numbers for random walk with unbounded jumps and birth and death process with bounded jumps in random environment. J. Theoret. Probab., 2018, 31(2): 619-642.
14. Hong, W., Wang, H.-M. Branching structures within random walks and their applications. Chapter in Branching processes and their applications, Leture Notes in Statistics, 2016, 219: 57-73.
15. Wang, H.-M. Slowdown property for correlated random walk in random environment. Chinese J. Appl. Probab. Statist., 2016, 32(4): 341-348.
16. Wang, H.-M., Hong, W. Intrinsic branching structure within random walk on Z. Theory Probab. Appl., 2014, 58(4): 640-659.
17. Wang, H.-M. On total progeny of multitype Galton-Watson process and the first passage time of random walk on lattice. Acta Math. Sin. (Engl. Ser.), 2014, 30(12): 2161-2172.
18. Wang, H.-M. A note on multitype branching process with bounded immigration in random environment. Acta Math. Sin. (Engl. Ser.), 2013, 29(6): 1095-1110.
19. Hong, W., Wang, H.-M. Intrinsic branching structure within (L-1) random walk in random environment and its applications. Infin. Dimens. Anal. Quantum Probab. Relat. Top., 2013, 16: Paper No. 1350006, 1-14.
20. Wang, H.-M. Mean and variance of first passage time of nonhom- ogeneous random walk. Front. Math. China, 2012, 7(3): 551–559.
21. Wang, H.-M. On tail probability of products of random matrices. Math. Appl., 2011, 24(3): 581-586.
22. Hong, W., Wang, H.-M. Quenched moderate deviations principle for random walk in random environment. Science China Mathematics, 2010, 53: 1947–1956.
23. Wang H-M, Wang Y. Times of a branching process with immigration in varying environments consecutively hitting given levels (in Chinese). Sci. Sin. Math., 2026, 56: 1–22, DOI: 10.1360/SSM-2025-0113.
24. Wang H-M. Asymptotics of extinction time of a 2-type branching process in a varying environment (in Chinese). Sci. Sin. Math., 2024, 54: 839–862, DOI: 10.1360/SSM-2022-0056.
25. Wang H.-M., Zhang L., Zhang M. J., Hong W.M. Branching structure within random walk (in Chinese). Sci. Sin. Math., 2019, 49: 517–534, DOI: 10.1360/N012018-00049.
26. Wang H.-M. Range of a random walk in random environment (in Chinese). Sci. Sin. Math., 2017, 47: 841–852, DOI: 10.1360/SCM-2016-0566.
27. Wang H.-M., Ji, Y.Y. Chinese Traditional Culture and College Mathematics. Pure Mathematics, 2013, 3: 201-206, DOI:10.12677/pm.2013.33030.
Talks
-In July 2026, I participated the 21th International Workshop on Markov Processes and Related Topics and gave a talk entitled “Biased random walk on Z_+ with traps of linearly increasing depth”.
-In July 2025, I participated the 20th International Workshop on Markov Processes and Related Topics and gave a talk entitled “Limit distribution for sums of inhomogeneous Markovian Bernoulli variables”.
-In July 2024, I participated the 19th International Workshop on Markov Processes and Related Topics and gave a talk entitled “Times of a branching process with immigration in varying environments attaining fixed levels”.
-In September 2023, I participated the International Conference: Branching Processes and Their Applications, Tashkent-Samarkand, and gave a talk entitled “Times of a branching process with immigration in varying environment attaining a fixed level”.
-In July 2023, I participated the 18th International Workshop on Markov Processes and Related Topics and gave a talk entitled “Local time of transient random walk on Z+”
-In November 2022, I participated the 17th International Workshop on Markov Processes and Related Topics and gave a talk entitled “Product of 2-by-2 matrices and cutpoints of random walks”.
-In July 2021, I participated the 16th International Workshop on Markov Processes and Related Topics and gave a talk entitled “On maxima of random walks in varying environments”.
In June 2021, I participated The 7th Workshop on Branching Processes and Related Topics and gave a talk entitled “Regeneration of a branching process with immigration in a varying environment”.
In April 2021, I participated the 5th International Workshop on Branching Processes and Their Applications and gave a talk entitled “Two-type linear-fractional branching processes in varying environments with asymptotically constant mean matrices”.
-In October 2020, I participated the Online workshop on “Branching processes and related topics” and gave a talk entitled “Two-type linear-fractional branching processes in varying environments with asymptotically constant mean matrices” .
-In July 2018, I participated the “14th International Workshop on Markov Processes and Related Topics” and gave a talk entitled “Points Skipped by a (1,2) Random Walk”.
-In July 2016, I participated the "46th Saint-Flour Probability Summer School" and gave a talk entitled "Branching Structures within Random Walks".
-In May 2016, I participated the "2nd Branching Markov Processes and Related Topics" and gave a talk entitled "Range of (1,2) random walk in random environment".
-In April 2015, I participated the "III Workshop on Branching Processes and their Applications" which was held in University of Extremadura (Spain) and gave a talk entitled "Intrinsic branching structures within random walks on Z and their applications".
-In August 2015, I participated the "11th Workshop on Markov Processes and Related Topics" and gave a talk entitled "Law of large numbers for random walk with unbounded jumps in random environment".
-In June 2014, I participated the "10th Workshop on Markov Processes and Related Topics" and gave a talk entitled "Birth and death process with bounded jumps in random environment".
-In July 2013, I participated the "9th Workshop on Markov Processes and Related Topics" and gave a talk entitled "On total progeny of multitype Galton-Watson process and the first passage time of random walk on lattice".
Programs
-2023-2026, Nature Science Foundation of Anhui Educational Committee, (Grant No. 2023AH040025): Asymptotics of the extinction, regeneration and total progeny of branching processes in random and varying environments.
-2016-2018, National Nature Science Foundation of China (Grant No. 11501008): Asymptotic theory for non-nearest and high-dimensional random walks in random environment.
-2013.1-2013.12, National Nature Science Foundation of China (Grant No. 11226199): Limiting theorem for branching random walk on a strip
-2015-2017, Nature Science Foundation of Anhui Province (Grant No. 1508085QA12): Limit theorem for random walk in random environment and its local time.
-2014-2016, Nature Science Foundation of Anhui Educational Committee (Grant No. KJ2014A085): The ergodicity and slowdown property for random walk in random environment.
