Abstract
The dependence of four firing statistics in neuronal excitable systems is studied as a function of noise intensity and sinusoidal forcing period. For a range of biologically relevant frequencies, we find that the noise amplitude optimizing these statistics depends on the forcing period T , and that stochastic resonance with time-scale matching occurs. Results are explained by the interplay of generic static and dynamic threshold properties of excitable systems. [S0031-9007(98)07562-0]
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