教育背景
2017.9--2021.11 加拿大不列颠哥伦比亚大学,获数学博士学位
2015.9--2017.8 加拿大不列颠哥伦比亚大学,获数学硕士学位
2012.9--2015.7 北京大学,获天文学(双学位)学士学位
2011.9--2015.7 北京大学,获数学学士学位
工作经历
2023.6 至今 南方科技大学,数学系,助理教授
2021.9--2023.5 以色列理工学院,博士后
研究工作
概率论与随机过程:超过程,随机偏微分方程,渗流,SIR传染病模型等
发表文章及预印本
[9] Jieliang Hong and Leonid Mytnik. Exceptional times for the instantaneous propagation of superprocess. Math Arxiv, 2311.13757, (2023). 43 pages.
[8] Jieliang Hong. Rescaled SIR epidemic processes converge to super-Brownian motion in four or more dimensions. Math Arxiv, 2309.08926, (2023). 80 pages.
[7] Jieliang Hong. A lower bound for p_c in range-R bond percolation in four, five and six dimensions. Math Arxiv, 2307.01466, (2023). 34 pages.
[6] Jieliang Hong. An upper bound for p_c in range-R bond percolation in two and three dimensions. Annales de l'Institut Henri Poincaré, Probabilités et Statistiques. 59 (2023), 1259-1341.
[5] Jieliang Hong. An exit measure construction of the total local time of super-Brownian motion. Electronic Communications in Probability. 26 (2021), 1 - 9.
[4] Jieliang Hong. On the boundary local time measure of super-Brownian motion. Electronic Journal of Probability. 25 (2020), paper no. 106, 66 pp.
[3] Jieliang Hong, Leonid Mytnik and Edwin Perkins. On the topological boundary of the range of super-Brownian motion . Annals of Probability. 48 (2020), no. 3, 1168--1201, 34 pages.
[2] Jieliang Hong. Improved Hölder continuity near the boundary of one-dimensional super-Brownian motion. Electronic Communications in Probability. 24 (2019), paper no. 28, 12 pp.
[1] Jieliang Hong. Renormalization of local times of super-Brownian motion. Electronic Journal of Probability. 23 (2018), paper no. 109, 45 pp.
研究生招生
欢迎对概率论【注:纯理论证明】研究感兴趣的同学报考硕士、博士研究生,或者申请博士后职位。申请材料请发送至:[email protected]
研究工作
概率论与随机过程:超过程,随机偏微分方程,渗流,SIR传染病模型等
代表著作及预印本
[9] Jieliang Hong and Leonid Mytnik. Exceptional times for the instantaneous propagation of superprocess. Math Arxiv,2311.13757, (2023). 43 pages.
[8] Jieliang Hong. Rescaled SIR epidemic processes converge to super-Brownian motion in four or more dimensions. Math Arxiv, 2309.08926, (2023). 80 pages.
[7] Jieliang Hong. A lower bound for p_c in range-R bond percolation in four, five and six dimensions. Math Arxiv, 2307.01466, (2023). 34 pages.
[6] Jieliang Hong. An upper bound for p_c in range-R bond percolation in two and three dimensions. Annales de l'Institut Henri Poincaré, Probabilités et Statistiques. 59 (2023), 1259-1341.
[5] Jieliang Hong. An exit measure construction of the total local time of super-Brownian motion. Electronic Communications in Probability. 26 (2021), 1 - 9.
[4] Jieliang Hong. On the boundary local time measure of super-Brownian motion. Electronic Journal of Probability. 25 (2020), paper no. 106, 66 pp.
[3] Jieliang Hong, Leonid Mytnik and Edwin Perkins. On the topological boundary of the range of super-Brownian motion . Annals of Probability. 48 (2020), no. 3, 1168--1201, 34 pages.
[2] Jieliang Hong. Improved Hölder continuity near the boundary of one-dimensional super-Brownian motion. Electronic Communications in Probability. 24 (2019), paper no. 28, 12 pp.
[1] Jieliang Hong. Renormalization of local times of super-Brownian motion. Electronic Journal of Probability. 23 (2018), paper no. 109, 45 pp.
[6] Jieliang Hong. An upper bound for p_c in range-R bond percolation in two and three dimensions. Annales de l'Institut Henri Poincaré, Probabilités et Statistiques. 59 (3) 1259 - 1341, (2023).
[5] Jieliang Hong. An exit measure construction of the total local time of super-Brownian motion. Electronic Communications in Probability. 26 (2021), 1 - 9.
[4] Jieliang Hong. On the boundary local time measure of super-Brownian motion. Electronic Journal of Probability. 25 (2020), paper no. 106, 66 pp.
[3] Jieliang Hong, Leonid Mytnik and Edwin Perkins. On the topological boundary of the range of super-Brownian motion . Annals of Probability. 48 (2020), no. 3, 1168--1201, 34 pages.
[2] Jieliang Hong. Improved Hölder continuity near the boundary of one-dimensional super-Brownian motion. Electronic Communications in Probability. 24 (2019), paper no. 28, 12 pp.
[1] Jieliang Hong. Renormalization of local times of super-Brownian motion. Electronic Journal of Probability. 23 (2018), paper no. 109, 45 pp.