Items where Author is "Han, Yang"
Bridgen, Jessica R E and Wei, Hua and Whitfield, Carl and Han, Yang and Hall, Ian and Jewell, Chris P and van Tongeren, Martie J A and Read, Jonathan M (2023) Contact patterns of UK home delivery drivers and their use of protective measures during the COVID-19 pandemic : a cross-sectional study. Occupational and Environmental Medicine, 80 (6). pp. 333-338. ISSN 1351-0711
Zhuo, Shaojie and Shen, Guofeng and Zhu, Ying and Du, Wei and Pan, Xuelian and Li, Tongchao and Han, Yang and Li, Bengang and Liu, Junfeng and Cheng, Hefa and Xing, Baoshan and Tao, Shu (2017) Source-oriented risk assessment of inhalation exposure to ambient polycyclic aromatic hydrocarbons and contributions of non-priority isomers in urban Nanjing, a megacity located in Yangtze River Delta, China. Environmental Pollution, 224. pp. 796-809. ISSN 0269-7491
Wan, Fang and Liu, Wei and Bretz, Frank and Han, Yang (2016) Confidence sets for optimal factor levels of a response surface. Biometrics, 72 (4). pp. 1285-1293. ISSN 0006-341X
Liu, Wei and Han, Yang and Wan, Fang and Bretz, Frank and Hayter, Anthony (2016) Simultaneous confidence tubes in multivariate linear regression. Scandinavian Journal of Statistics, 43 (3). pp. 879-885. ISSN 0303-6898
Liu, Wei and Han, Yang and Bretz, Frank and Wan, Fang and Yang, Ping (2016) Counting by weighing : know your numbers with confidence. Journal of the Royal Statistical Society: Series C (Applied Statistics), 65 (4). pp. 641-648. ISSN 0035-9254
Han, Yang and Liu, Wei and Bretz, Frank and Wan, Fang and Yang, Ping (2016) Statistical calibration and exact one-sided simultaneous tolerance intervals for polynomial regression. Journal of Statistical Planning and Inference, 168. pp. 90-96. ISSN 0378-3758
Han, Yang and Liu, Wei and Bretz, Frank and Wan, Fang (2015) Simultaneous confidence bands for a percentile line in linear regression. Computational Statistics and Data Analysis, 81. pp. 1-9. ISSN 0167-9473
Wan, Fang and Liu, Wei and Bretz, Frank and Han, Yang (2015) An exact confidence set for a maximum point of a univariate polynomial function in a given interval. Technometrics, 57 (4). pp. 559-565. ISSN 0040-1706