簡介
已培養博士14名,碩士30餘名。曾經獲得教育部科技進步獎二等獎一項、浙江省教育廳科技進步獎三項、統計局全國統計科學研究優秀成果獎二等獎一項,於1997年獲浙江省青少年英才獎,於1998年入選“浙江省跨世紀學術和技術帶頭人”培養人員、2008年入選教育部“新世紀優秀人才支持計畫”、2010年獲得浙江省自然科學基金傑出青年基金、2012年獲得國家自然科學基金傑出青年基金。
研究領域
Limiting Theorem in Probability and Statistics
Adaptive Design in Clinical Trials
Statistical Inference for Clinical Trials
Dependent Data Modeling
Sample Path Properties of Stochastic Processes
發表論文
1. Zhang, L.X., Hu, F., Cheung, S.H. and Chan, W.S. (2011). Immigrated urn models -- theoretical properties and applications, Annals of Statistics, Vol. 39(1): 643–671.
2. Hu, F., Zhang, L.X. and He,X.M.. (2009). Efficient randomized adaptive designs, Annals of Statistics, Vol.37 (5A):2543-2560.
3. Zhang, L.X., Hu, F., Cheung, S.H. and Chan, W.S. (2007). Asymptotic properties of covariate-adjusted response-adaptive designs, Annals of Statistics, Vol. 35 (3): 1166- 1182.
4. Zhang, L.X., Chan, W.S., Cheung. S.H. and Hu, F. (2007). A generalized drop-the-loser urn for clinical trials with delayed response. Statistica Sinica, Vol.17: 387-409.
5. Zhang, L. X., Hu, F. and Cheung, S. H. (2006) Asymptotic theorems of sequential estimation-adjusted urn models for clinical trials,Annals of Applied Probability, Vol.16 (1): 340-369.
6. Hu, F. and Zhang, L. X. (2004). Asymptotic properties for doubly adaptive biased coin designs of multi-treatment clinical trials. Annals of Statistics, Vol.32(1): 268-301
7. Hu, F. and Zhang, L. X. (2004). The asymptotic normality of urn models for clinical trials with delayed response.Bernoulli, Vol.10 (3): 447-463
8. Bai, Z. D., Hu, F. and Zhang, L. X. (2002). The Gaussian approximation theorems for urn models and their applications. Annals of Applied Probability, Vol. 12:1149-1173.
9. Zhang, L. X. (2001). A Strassen's law of the iterated logarithm for negatively associated random vectors.Stoch. Processes Their Appl., Vol.95: 311-328.
10. Zhang, L. X. (1997). On the fractal nature of increments of lp-valued Gaussian processesStoch. Processes Their Appl., Vol. 71:91—110.
11. Zhang, L. X. (1997). Strong approximation theorems for geometrically weighted random series and their applications. Annals of Probability, Vol. 25: 1621—1635.
12. Zhang, L. X. (1996). Two different kinds of liminfs on the LIL for two-parameter Wiener processes.Stoch. Processes Their Appl., Vol. 63: 175—188.