AN EMPIRICAL-EVALUATION OF COEFFICIENTS USED IN RESIDUAL AND ALLOMETRIC ADJUSTMENT OF SIZE COVARIATION

被引:207
作者
REIST, JD
机构
[1] ROYAL ONTARIO MUSEUM, DEPT ICHTHYOL & HERPTEOL, TORONTO M5S 2C6, ONTARIO, CANADA
[2] UNIV TORONTO, DEPT ZOOL, TORONTO M5S 1A1, ONTARIO, CANADA
关键词
D O I
10.1139/z86-203
中图分类号
Q95 [动物学];
学科分类号
071002 ;
摘要
Univariate computation of residuals or allometric variates should be used to estimate the shape of body parts of ectothermic vertebrates. For studies involving more than one group, three types of relationships may be used to calculate the slopes or allometric coefficients necessary for computing the shape variate: pooled group, common-within groups, and individual-within groups. For both resiuals and allometric variates, the poded and common-within groups coefficients resulted in quite different estimates of shape. Heterogeneity of slopes or allometric coefficients resulted in different estimates of shape for the same individual for pooled common-within and within-groups data. Such differences in the shape variates were cumulative in subsequent analyses such that considerably different biological interpretations of group interrelationships resulted. Thus, if any between-group heterogeneity exists in regression or allometric relationships, it is imperative that shape be estimated from the common-within groups relationship.
引用
收藏
页码:1363 / 1368
页数:6
相关论文
共 13 条
[1]  
Cooley W.W., 1971, Multivariate Data Analysis
[2]   ALLOMETRY AND SIZE IN ONTOGENY AND PHYLOGENY [J].
GOULD, SJ .
BIOLOGICAL REVIEWS, 1966, 41 (04) :587-+
[3]  
Helwig JT., 1979, SAS User's Guide
[4]  
LEAMY L, 1982, EVOLUTION, V36, P1200, DOI 10.1111/j.1558-5646.1982.tb05489.x
[6]  
NIE NH, 1975, STATISTICAL PACKAGE
[7]  
Pimentel R., 1978, QUANTITATIVE ETHOLOG, P247
[8]   AN EMPIRICAL-EVALUATION OF SEVERAL UNIVARIATE METHODS THAT ADJUST FOR SIZE VARIATION IN MORPHOMETRIC DATA [J].
REIST, JD .
CANADIAN JOURNAL OF ZOOLOGY, 1985, 63 (06) :1429-1439
[9]  
REIST JD, 1983, THESIS U TORONTO TOR
[10]  
ROHLF FJ, 1974, NUMERICAL TAXONOMY S