It is commonly assumed that temporal synchronization of excitatory syn
aptic inputs onto a single neuron increases its firing rate. We invest
igate here the role of synaptic synchronization for the leaky integrat
e-and-fire neuron as well as for a biophysically and anatomically deta
iled compartmental model of a cortical pyramidal cell. We find that if
the number of excitatory inputs, N, is on the same order as the numbe
r of fully synchronized inputs necessary to trigger a single action po
tential, N-t, synchronization always increases the firing rate (for bo
th constant and Poisson-distributed input). However, for large values
of N compared to N-t, ''overcrowding'' occurs and temporal synchroniza
tion is detrimental to firing frequency. This behavior is caused by th
e conflicting influence of the low-pass nature of the passive dendriti
c membrane on the one hand and the refractory period on the other. If
both temporal synchronization as well as the fraction of synchronized
inputs (Murthy and Fetz 1993) is varied, synchronization is only advan
tageous if either N or the average input frequency, f(in), are small e
nough.