A target attractiveness model describes field-of-view search as a two-
step process. The observer first decides to move to some location base
d on its attraction and size. These attractive points are further divi
ded by a second decision, which determines whether an observer will pe
rform a detailed examination of the area or-will choose a new attracti
ve point. Simple metrics based on preattentive vision processes such a
s a probability of edge (POE) metric or the peak signal are used to re
present the attractiveness. The model is tested on human performance e
xperiments performed by the Night Vision and Electronic Sensors Direct
orate, which provided eyetracker data for a series of static field-of-
view images. The model predicts the statistical properties of the eyet
racker points associated with the saccades, attractive points, and the
examinations. The model predicts a clear statistical distinction betw
een these points based on the distribution of the attractive metric in
the image. In the simplest case considered, the saccade points are sh
own to be random with respect to the image (distribution of attractive
ness equivalent to whole image) while the attractive points and examin
ations have distributions weighted by the first and second power of th
e attractiveness, respectively. (C) 1998 Society of Photo-Optical Inst
rumentation Engineers.