1 research outputs found
Transitions in Oscillatory Dynamics of Two Connected Neurons with Excitatory Synapses
It is shown that long term behavior of two connected Integrate- and- Fire
neurons with excitatory synapses is determined by some fixed-points. In the
case of equal synaptic weights four different dynamic phases are found. Between
these phases there is a specific phase with a global attractor fixed-point,
which is of interest from different viewpoints. Simulations support our
analytic work. When synaptic weights are equal we observe no synchronization
but with different weight we do observe an almost synchronous state.
Simulations show that when there is only one non-trivial fixed-point the period
of oscillations is stable against small changes in synaptic weightsComment: 25 pages, 6 figure