A mixture model with detection limits for regression analyses of antibody response to vaccine

被引:119
作者
Moulton, LH
Halsey, NA
机构
[1] JOHNS HOPKINS UNIV,SCH HYG & PUBL HLTH,DEPT BIOSTAT,BALTIMORE,MD 21205
[2] JOHNS HOPKINS UNIV,SCH HYG & PUBL HLTH,DEPT PEDIAT,BALTIMORE,MD 21205
[3] JOHNS HOPKINS UNIV,SCH MED,BALTIMORE,MD 21205
关键词
bioassay; censoring; lognormal distribution; measles;
D O I
10.2307/2533289
中图分类号
Q [生物科学];
学科分类号
07 ; 0710 ; 09 ;
摘要
Antibody concentration values as determined by quantitative assays often are left-censored due to detection limits or limits established for purposes of specificity. Standard analyses which assume the data arise from a single lognormal response distribution may not be appropriate, when more observations are censored than would be expected under such a model. Interference from maternal antibodies due to vaccination at an early age, for example, could result in a high proportion of nonresponders to vaccine. A mixture model consisting of a censored lognormal distribution and a point distribution located below the detection limit is proposed for such situations. Antibody data from a study of measles vaccine are used to illustrate the utility of this approach and the interpretation of the model parameters.
引用
收藏
页码:1570 / 1578
页数:9
相关论文
共 19 条
[11]   SUCCESSFUL IMMUNIZATION OF INFANTS AT 6 MONTHS OF AGE WITH HIGH-DOSE EDMONSTON-ZAGREB MEASLES-VACCINE [J].
JOB, JS ;
HALSEY, NA ;
BOULOS, R ;
HOLT, E ;
FARRELL, D ;
ALBRECHT, P ;
BRUTUS, JR ;
ADRIEN, M ;
ANDRE, J ;
CHAN, E ;
KISSINGER, P ;
BOULOS, C .
PEDIATRIC INFECTIOUS DISEASE JOURNAL, 1991, 10 (04) :303-311
[12]   DETECTION OF 2-COMPONENT MIXTURES OF LOGNORMAL DISTRIBUTIONS IN GROUPED, DOUBLY TRUNCATED DATA - ANALYSIS OF RED-BLOOD-CELL VOLUME DISTRIBUTIONS [J].
MCLAREN, CE ;
WAGSTAFF, M ;
BRITTENHAM, GM ;
JACOBS, A .
BIOMETRICS, 1991, 47 (02) :607-622
[13]  
OLSON DR, 1993, SIMPLE METHOD ESTIMA
[15]  
Schneider H., 1986, TRUNCATED CENSORED S
[16]   ASYMPTOTIC PROPERTIES OF MAXIMUM-LIKELIHOOD ESTIMATORS AND LIKELIHOOD RATIO TESTS UNDER NONSTANDARD CONDITIONS [J].
SELF, SG ;
LIANG, KY .
JOURNAL OF THE AMERICAN STATISTICAL ASSOCIATION, 1987, 82 (398) :605-610
[17]   DETERMINATION OF THE OPTIMUM CUTOFF VALUE OF A DIAGNOSTIC-TEST [J].
VIZARD, AL ;
ANDERSON, GA ;
GASSER, RB .
PREVENTIVE VETERINARY MEDICINE, 1990, 10 (1-2) :137-143
[18]  
1992, GAUSS SYSTEM VERSION
[19]  
1988, SAS STAT USERS GUIDE