In genetic epidemiologic studies, investigators often use generalized linea
r models to evaluate the relationships between a disease trait and covariat
es, such as one or more candidate genes or an environmental exposure.-Recen
tly, attention has turned to study designs that mandate the inclusion of fa
mily members in addition to a proband. Standard models for analysis assume
independent observations, which is unlikely to be true for family data, and
the usual standard errors for the regression parameter estimates may be to
o large or too small, depending on the distribution of the covariates withi
n and between families. The consequences of familial correlation on the stu
dy efficiency can be measured by a design effect that is equivalent to the
relative information in a sample of unrelated individuals compared to a sam
ple of families with the same number of individuals. We examine design effe
cts for studies in association, and illustrate how the design effect is inf
luenced by the intra-familial distribution of covariate values such as woul
d be expected for a candidate gene. Typical design effects for a candidate
gene range between 1.1 and 2.4, depending on the size of the family and the
amount of unexplained familial correlation. These values correspond to a m
odest 10% increase in the required sample size up to more than doubling the
requirements. Design effect values are useful in study design to compare t
he efficiency of studies that sample families versus independent individual
s and to determine sample size requirements that account for familial corre
lation. (C) 2001 Wiley-Liss, Inc.