论文/Publications and
Preprints
1.
He, H. (2009): Discontinuous
superprocesses with dependent spatial motion.
Stochastic Processes and Their Applications 119, 130-166. PDF
2.
He, H. (2009): Strong uniqueness for a
class of singular SDEs for catalytic branching diffusions.
Statistics and Probability Letters 79, 182-187. PDF
3.
He, H. (2010): Fleming-Viot processes
in an environment.
Infinite Dimensional Analysis, Quantum Probability and Related Topics
13, 489-509. PDF
4.
He, H. (2011): Rescaled Lotka-Volterra
models converge to super-stable processes.
Journal of Theoretical Probability 24, 688-728. PDF
5.
He, H. and Luan, N. (2012): A
martingale transformation for superprocesses.
Statistics and Probability Letters 82, 1082-1087. PDF
6.
Abraham, R., Delmas, J.-F. and He, H.
(2012): Pruning Galton-Watson trees and tree-valued Markov processes.
Annales de l'Institut Henri Poincare Probabilites et
Statistiques 48, 688-705. PDF
7.
He, H., Li, Z. and Zhou, X. (2013):
Local extinction for super coalescing Brownian motion with infinite initial
measure.
Journal of Theoretical Probability 26, 31-45. PDF
8.
He, H. and Luan, N. (2013): A note on
scaling limits of contour functions of Galton-Watson trees.
Electronic Communications in Probability 18, No. 79, 1-13. PDF
9.
He, H. and Ma, R. (2014): Some limit
theorems for flows of branching processes.
Frontier Math. China 9, No. 1, 63-79.
PDF
10. He, H., Li, Z. and Yang, X. (2014): Stochastic
equations of super-Levy processes.
Stochastic Processes and Their Applications 124, 1519-1565. PDF
11. He, H. and Ma, R. (2014): Limit theorems for
continuous time branching flows.
Journal of Applied Probability 51, No.2, 317-332.
12. He, H., Li, Z. and Zhou, X. (2015): Branching
particle systems embedded in spectrally one-sided Levy processes.
Frontier Math. China. 10, No. 2, 875-900. PDF
13. Abraham, R., Delmas, J.-F. and He, H. (2015):
Pruning of CRT-sub-trees.
Stochastic Processes and Their Applications 125, 1569-1604. PDF
14. He, H.
(2016): On large deviation rates for sums associated with Galton-Watson
processes.
Advances in Applied Probability 48, No. 3, 672-690. PDF
15. He, H., Li, Z and Xu, W. (2018): Continuous
state branching processes in Levy random environments.
Journal of Theoretical Probability 31, No. 4, 1952-1974. PDF
16. He, H., Liu, J. and Zhang, M. (2018): On
Seneta-Heyde scaling for a stable branching random walk.
Advances in Applied Probability 50, No.
2, 565--599. PDF
17. He, H. and Winkel, M. (2019):
Gromov-Hausdorff-Prokhorov convergence of vertex cut-trees of n-leaf
Galton-Watson trees.
Bernoulli Vol. 25, No. 3,
2301-2329. PDF
18. Bi, H. and He, H. (2019): A tree-valued Markov
process associated with an admissible family of branching mechanisms.
Acta Mathematica Sinica, English Series
35(1): 135-160. PDF
19. Chen, X. and He, H. (2019): On large deviation
probabilities for empirical distribution of super-critical branching random
walks with unbounded displacements.
Probability Theory and Related Fields
Vol. 175, No. 1-2, 255-307. PDF
20.He,
H. and Winkel, M. (2014): Invariance principles for pruning processes of
Galton-Watson trees.
Preprint. PDF
21. Chen, X. and He, H. (2020): Lower deviation
and moderate deviation probabilities for maximum of a branching random walk.
Annales de l'Institut Henri Poincare Probabilites et
Statistiques Vol. 56, No. 4, 2507-2539. PDF
22.Abraham,
R., Delmas, J.-F. and He, H. (2021): Some properties of stationary continuous
state branching processes.
Stochastic Processes and Their Applications Vol. 141, 309-343. PDF
23.Chen,
X., He, H. and Mallein, B. (2023): Branching Brownian motion conditioned on
small maximum.
ALEA Vol. 20, 905-940. PDF
合作人/My
Coauthors:
Romain Abraham; Jean-Francois Delmas; Hongwei Bi (毕洪伟);
Nicolas Broutin; Xinxin Chen (陈昕昕);
Zenghu Li
(李增沪); Jingning Liu (刘婧凝)；Nana Luan (栾娜娜); Rugang Ma(马儒刚);
Bastien Mallein; Minmin Wang (王旼旼); Matthias Winkel; Wei Xu(徐伟); Xu Yang
(杨叙); Mei
Zhang (张梅)； Xiaowen Zhou
(周晓文).
