1. Chen, D., & Zhao, L. (2018). The Limiting Behavior of the FTASEP with Product Bernoulli Initial Distribution. arXiv preprint arXiv:1808.10612 .
2. Chen, D., Chen, P., Gantert, N., & Schmid, D. (2019). Limit theorems for the tagged particle in exclusion processes on regular trees. Electronic Communications in Probability , 24 , 1-10.
3. Chen, D., Hu, Y., & Lin, S. (2018). Resistance growth of branching random networks. Electronic Journal of Probability , 23 , 1-17.
4. Chen, D. The favorite sites of subdiffusive biased walks on a Galton-Watson tree. In BOOK OF ABSTRACTS (p. 29).
5. Pan, Y., Chen, D., & Xue, X. (2017). Contact process on regular tree with random vertex weights. Frontiers of Mathematics in China , 12 (5), 1163-1181.
6. Shan, Z., & Chen, D. (2012). Voter model in a random environment in ℤ d. Frontiers of Mathematics in China , 7 (5), 895-905.
7. Chen, X., & Chen, D. (2011). Some sufficient conditions for infinite collisions of simple random walks on a wedge comb. electronic Journal of Probability , 16 , 1341-1355.
8. Chen, X., & Chen, D. (2010). Two random walks on the open cluster of ℤ2 meet infinitely often. Science China Mathematics , 53 (8), 1971-1978.
9. Chen, D., & Qi, Liu. (2010). Contact processes on scale-free networks, Acta Mathematica Sinica, Vol. 26, No. 7, 1383-1392.
10. Chen, D., Wei, B., & Zhang, F. (2008). A note on the finite collision property of random walks. Statistics & probability letters , 78 (13), 1742-1747.
