Positron emission tomography (PET) has proven to be a powerful tool in
identifying the functional neuroanatomy underlying cognitive and sens
orimotor processing. In this paper, we present a method for mathematic
ally modeling the changes in regional cerebral blood flow (rCBF) as a
function of experimental parameters using step and linear functions. P
ET was used to measure rCBF in six subjects who tracked a target movin
g with constant amplitude across a computer screen at four different f
requencies. Each subject tracked the target by flexing and extending t
he wrist. Two scans were performed at each frequency. The data for eac
h subject were normalized by the mean blood how in each scan and scale
d to the mean blood how at rest. Scaled rCBF was regressed onto moveme
nt frequency to identify voxels which had either a significant linear
or step function response to the frequency of movement. A group analys
is was also performed to identify significant functional changes commo
n to all subjects. Significant rCBF increases in relation to movement
frequency were found in the supplementary motor area, primary motor co
rtex, premotor cortex, thalamus, and cerebellum and localized using th
e Talairach atlas. Habituation of responses was not observed. (C) 1995
Academic Press, Inc.