A method for post-reconstruction nuclear medicine image segmentation b
ased on an analogy to the Ising model of a two-dimensional square latt
ice of N particles (pixels) is presented. A reconstructed 2-D slice im
age is analyzed as a multi-pixel system where pixels correspond to a 2
-D lattice of points with non-zero interaction energy with their neare
st neighbors. The model assumes that pixel intensities belonging to th
e same homogeneous image region are relatively constant, where region
intensity means (or labels) are determined by both statistical paramet
er estimation and deterministic image analysis. The change in value of
each pixel during the segmentation process depends on (1) the statist
ical properties in the reconstructed image and (2) the states of its n
earest neighbors. These changes are either in the direction of statist
ically estimated intensity means or other previously analyzed regions
of significance. The segmentation technique uses a new innovative rela
xation labeling connective network. The global relaxation dynamics of
the network are controlled by the interaction of local synergetic and
logistic functions assigned to each pixel. This result may improve the
localization of hot and cold regions of interest as compared to the o
riginal image.