A comparison is made between the principal component or Karhunen-Loeve
decomposition of two sets of spatio-temporal data (one numerical, the
other experimental) and a new procedure called archetypal analysis (C
utler and Breiman, 1994). Archetypes characterize the convex hull of t
he data set and the data set can be reconstructed in terms of these va
lues. Archetypes may be more appropriate than KL when the data do not
have elliptical distributions, and are often well-suited to studying r
egimes in which the system spends a long time near a ''steady'' state,
punctuated with quick excursions to outliers in the data set, which m
ay represent intermittency. Other advantages and disadvantages of each
method are discussed.