Optimum Signal Set for a Poisson Type Optical Channel
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A simple model of an optical communication channel is the following. The channel input is a waveform x(t) which satisfies
and the corresponding channel output is a Poisson jump process or counting process v(t) with intensity function x(t).
$$ 0 \le a \le x (t) \le b < \infty, \; \; 0\le t < \infty, $$
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- A.D. Wyner, “Capacity and Error Exponent for the Direct Detection Optical Channel,” submitted to IEEE Trans. Inf. Theory, 1987.Google Scholar
© Springer-Verlag New York Inc. 1987