By using a hard-wired oscillator network, multiple pattern generation of th
e lobster pyloric network is simulated. The network model is constructed us
ing a relaxation oscillator representing an oscillatory or quiescent (i.e,
steady-state) neuron. Modulatory inputs to the network are hypothesized to
cause changes in the dynamical properties of each pyloric neuron: the oscil
latory frequency, the postinhibitory rebound property, and the resting memb
rane potential. Changes in each of these properties are induced by changing
appropriate parameters of the oscillator. By changing seven parameters of
the network as a whole, modulatory input-dependent patterns are successfull
y simulated.