When improvement is desired for several traits that may differ in vari
ability, heritability, economic importance, and in the correlation amo
ng their phenotypes and genotypes, simultaneous multiple-trait index s
election was more effective than independent culling levels or sequent
ial selection. Such comparisons required definition of aggregate breed
ing value determined jointly by breeding values and the economic impor
tance of the component traits. The economic weight should approximate
the partial regression of cost per unit of enterprise output value on
breeding value for each trait. These can vary with production and mark
eting system, with performance of traits, and with breed role (i.e., p
aternal, maternal, or general) in crossbreeding systems. Genetic gains
desired to maintain competitive ranking also may define the relative
importance of traits. Because information available to estimate breedi
ng values varies among the ages and categories of individuals under se
lection and because means are unknown, regressed (BLUP) predictions of
trait breeding values are useful. They allow appropriate economic wei
ghts to be applied as the last step for predicting aggregate breeding
values for individuals of different age classes, and they simplify cho
osing the proportions of selected breeders from each age class that ma
ximize rate of change in aggregate breeding values. Inappropriate econ
omic weights or errors in the parameters used to predict trait breedin
g values overestimate realized response in true aggregate breeding val
ue.