电子邮箱：luhz@gzhu.edu.cn
系所：统计系
通讯地址：伟德官方网站行政东楼后座310室
邮编：510006
个人简介
卢河志，理学博士，统计学博士后，现任bv伟德讲师。2020年6月博士毕业于华南师范大学统计系。2018年9月至2019年3月作为联合培养博士生留学美国普渡大学统计系。2020年9月至2022年11月于伟德官方网站从事博士后研究工作。主要研究方向为精确推断、生物医学统计以及高维数据分析。在Statistical Methods in Medical Research、 TEST、Journal of Statistical Planning and Inference、International Journal of Approximate Reasoning、Communications in Mathematics and Statistics、数理统计与管理和International Society for Magnetic Resonance in Medicine等国内外核心期刊和会议上发表论文10余篇。主持中国博士后科学基金项目1项、广东省基础与应用基础研究基金项目1项和广州市科技计划项目1项，参与国家自然科学基金面上项目1项和广东省自然科学基金面上项目2项。
研究方向
精确推断、生物医学统计、高维数据分析
教学方向
本科生：数据采集与预处理、概率论与数理统计、回归分析、学科研究方法论、
Python程序设计、学科前沿研讨
研究生：数据采集与可视化
发表论文（corresponding author*）
1.Lu HZ, Wu QJ (2026) Prior-free probabilistic interval estimation for constrained parameters. AIMS Mathematics 11(6):17320-17353
2.Lu HZ, Jin H, Li Y (2026) Inferences on the Behrens-Fisher Problem Based on the Inferential Model. Communications in Mathematics and Statistics, published online, DOI10.1007/s40304-025-00462-5
3.卢河志, 孔镜森, 熊强 (2026) 基于边际推断模型的实验组-对照组的方差齐性检验研究. 数理统计与管理45(03):439–450
4.Lu HZ, Jin H, Wang ZN, Li Y (2026) Prediction Intervals of Future Observations with Parameter Constraints. Communications in Mathematics and Statistics, published online, DOI10.1007/s40304-025-00463-4
5.Liang F, Lu HZ*, Xi YH (2025) A New Gompertz-Three-Parameter-Lindley Distribution for Modeling Survival Time Data. Sains Malaysiana 54(3):927–941
6.Kong JS, Lu HZ* (2024) Comparing the variances of several treatments with that of a control treatment: Theory and applications. PLoS One 19(1):e0296376
7.Xi YH, Lu HZ*, Liang F (2024) On a New Transmuted Three-Parameter Lindley Distribution and Its Applications. Sains Malaysiana 53(6):1427–1440
8.Kong JS, Jin H, Lu HZ, Jin K (2023) An IM-based method for testing homogeneity of several variances against tree ordered alternative. International Journal of Approximate Reasoning 152:344–354
9.Wang ZN, Jin H, Lu HZ (2023) An IM-based efficient test for non-inferiority based on the odds ratio between two independent binomial proportions. Communications in Statistics - Theory and Methods 52(4):1217–1236
10.Lu HZ, Jin H, Li Y, Wang ZN (2023) Confidence intervals for a Poisson parameter with background. Communications in Statistics - Theory and Methods 52(19): 6794–6805
11.Lu HZ, Cai FJ, Li Y, Ou, XH (2022) Accurate interval estimation for the risk difference in an incomplete correlated 2 x 2 table: Calf immunity analysis. PLoS One, 17(7):e0272007
12.Lu HZ, Jin H (2020) A new prediction interval for binomial random variable based on Inferential Models. Journal of Statistical Planning and Inference 205:156–174
13.Lu HZ, Jin H, Li Y, Wang ZN, Chen C, Lu Y (2019) Prior-free probabilistic interval estimation for binomial proportion. TEST 28(2):522–542
14.Yang H, Lu HZ, Liu Y, et al. Three-dimensional MR Elastography (MRE) can replace 2D MRE in staging liver fibrosis: Noninferiority test of the area under the ROC curve and comparison of image quality. International Society for Magnetic Resonance in Medicine, Montreal, Canada, June 11th-16th, 2019
15.Wang ZN, Jin H, Lu HZ, Jin YL (2018) An efficient test based on the inferential model for the non-inferiority of odds ratio in matched-pairs design. Statistical Methods in Medical Research 27(9):2831–2841
16.Lu HZ, Jin H, Zeng WX (2018) A more efficient three-arm non-inferiority test based on pooled estimators of the homogeneous variance. Statistical Methods in Medical Research 27(8):2437–2446
个人与指导员工获奖情况:
荣获2025年伟德官方网站本科课堂教学优秀奖二等奖
指导2026年“正大杯”第十六届全国老员工市场调查与分析大赛荣获广东赛区本科组一等奖2项
指导2025届伟德官方网站本科毕业论文荣获伟德官方网站创新奖二等奖1项
指导2025年第十一届全国老员工统计建模大赛荣获广东赛区三等奖2项
指导2024年亚太地区老员工数学建模竞赛荣获本科生组一等奖1项、二等奖1项
指导2023年MathorCup高校数学建模挑战赛荣获本科生组一等奖1项
指导2023年亚太地区老员工数学建模竞赛荣获本科生组二等奖1项
