Incorporating model uncertainties along with data uncertainties in microbial risk assessment

被引:56
作者
Kang, SH [1 ]
Kodell, RL
Chen, JJ
机构
[1] Univ Texas, Sch Med, Clin Epidemiol Sect, Houston, TX 77030 USA
[2] US FDA, Div Biometry & Risk Assessment, Natl Ctr Toxicol Res, Jefferson, AR 72079 USA
关键词
food safety; low-dose extrapolation; Akaike's information criterion; nonlinear programming; GAMS;
D O I
10.1006/rtph.2000.1404
中图分类号
DF [法律]; D9 [法律]; R [医药、卫生];
学科分类号
0301 ; 10 ;
摘要
Much research on food safety has been conducted since the National Food Safety Initiative of 1997. Risk assessment plays an important role in food safety practices and programs, and various dose-response models for estimating microbial risks have been investigated. Several dose-response models can provide reasonably good fits to the data in the experimental dose range, but yield risk estimates that differ by orders of magnitude in the low-dose range. Hence, model uncertainty can be just important as data uncertainty (experimental variation) in risk assessment. Although it is common in risk assessment to account for data uncertainty, it is uncommon to account for model uncertainties. In this paper we incorporate data uncertainties with confidence limits and model uncertainties with a weighted average of an estimate from each of various models. A numerical tool to compute the maximum likelihood estimates and confidence limits is addressed. The proposed method for incorporating model uncertainties is illustrated with real data sets. (C) 2000 Academic Press.
引用
收藏
页码:68 / 72
页数:5
相关论文
共 19 条
[1]  
Akaike H., 1973, 2 INT S INF THEOR, P268, DOI 10.1007/978-1-4612-1694-0_15
[2]  
[Anonymous], TOXICOLOGICAL RISK A
[3]  
BROOKE A, 1988, GAMS US GUID
[4]   Model selection: An integral part of inference [J].
Buckland, ST ;
Burnham, KP ;
Augustin, NH .
BIOMETRICS, 1997, 53 (02) :603-618
[5]  
Burnham K. P., 1998, MODEL SELECTION INFE
[6]  
BURNHAM KP, 1992, WILDLIFE 2001 : POPULATIONS, P16
[7]  
*FDA USDA EPA CDCP, 1997, FOOD SAF FARM TABL N
[8]  
Haas CN, 1999, QUANTITATIVE MICROBI
[9]   EXACT PENALTY FUNCTIONS IN NON-LINEAR PROGRAMMING [J].
HAN, SP ;
MANGASARIAN, OL .
MATHEMATICAL PROGRAMMING, 1979, 17 (03) :251-269
[10]   TYPHOID FEVER - PATHOGENESIS AND IMMUNOLOGIC CONTROL .1. [J].
HORNICK, RB ;
GREISMAN, SE ;
WOODWARD, TE ;
DUPONT, HL ;
DAWKINS, AT ;
SNYDER, MJ .
NEW ENGLAND JOURNAL OF MEDICINE, 1970, 283 (13) :686-+