Digital circuits such as the flip-flop use feedback to achieve multistabili
ty and nonlinearity to restore signals to logical levels, for example 0 and
1. Analogue feedback circuits are generally designed to operate linearly,
so that signals are over a range, and the response is unique. By contrast,
the response of cortical circuits to sensory stimulation can be both multis
table and graded(1-4). We propose that the neocortex combines digital selec
tion of an active set of neurons with analogue response by dynamically vary
ing the positive feedback inherent in its recurrent connections. Strong pos
itive feedback causes differential instabilities that drive the selection o
f a set of active neurons under the constraints embedded in the synaptic we
ights. Once selected, the active neurons generate weaker, stable feedback t
hat provides analogue amplification of the input. Here we present our model
of cortical processing as an electronic circuit that emulates this hybrid
operation, and so is able to perform computations that are similar to stimu
lus selection, gain modulation and spatiotemporal pattern generation in the
neocortex.