In late 1988, Miyashita published work reporting recordings of single
cells in the inferotemporal cortex of the macaque monkey (Miyashita 19
88 Nature 335 817-20). He described the responses of neurons to a sequ
ence of random fractal pattern images, and how many of the neurons tes
ted were seen to respond strongly to a subset of the images on the bas
is of sequence presentation order, i.e. appearance in time, rather tha
n their spatial similarity. In this work, I describe a local, Hebb-lik
e learning rule which in conjunction with a simple feedforward neural
architecture is capable of replicating the type of temporal-order asso
ciation apparent in the cells from which he made recordings. The paper
also advances reasons for requiring such learning by describing its p
ossible role in establishing transformation invariant representations
of objects.