Education

University of British Columbia:  Ph. D. in Mathematics,  11/2021. Advised by Edwin Perkins;
University of British Columbia:  M. Sc. in Mathematics,  08/2017. Advised by Edwin Perkins;

Peking University:  B. Sc. in Mathematics and Astronomy,  07/2015.

Employment

Assistant Professor, Southern Univeristy of Science and Technology,  06/2023-Present；
Postdoc, Technion-Israel Institute of Technology, 09/2021-05/2023.

Research
Probability and Stochastic Process: Superprocess, Stochastic Partial Differential Equaitons, Percolation, SIR epidemic models, etc.

Publications and Preprints

[12] Ziling Cheng, Jieliang Hong* and Dan Yao. Occupation times for superprocesses in random environments. Accepted by Bernoulli, (2026+).

[11] Jieliang Hong*. Rescaled SIR epidemic processes converge to super-Brownian motion in four or more dimensions. Memoirs of the American Mathematical Society, Volume 320, no. 1629, (2026).

[10] Ziyi Chen and Jieliang Hong*. On the differentiability of the local time of the (1+beta)-stable super-Brownian motion. Journal of Theoretical Probability. 39, 24 (2026). 

[9] Zeteng Fan, Jieliang Hong* and Jie Xiong.  Some quenched and annealed limit theorems of superprocesses in random environments. Stochastic Processes and their Applications. 188 (2025), 104686.

[8] Jieliang Hong* and Leonid Mytnik. Exceptional times for the instantaneous propagation of superprocess. Transactions of the American Mathematical Society, Series B, Volume 12, Pages 470–515, (2025).

[7] Jieliang Hong*.  A lower bound for p_c in range-R bond percolation in four, five, and six dimensions. Stochastic Processes and their Applications. 185 (2025), 104637.

[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.

Graduate Programs

Feel free to contact me if you are interested in pursuing a Master or Ph.D. degree in probability theory, or applying for a postdoc position. Please send your application to hongjl@sustech.edu.cn.