The Bayes optimal detector is derived for a class of linear‐period‐modulated (LPM) signals whose velocities and times of arrival are uncertain. All terms necessary for claculating the aposteriori probability‐density function of the uncertain parameters are shown to be available as a natural by‐product of the optimal detector computations. The processor structure derived is general in that apriori knowledge of velocity and time of arrival other than complete uncertainty can be taken into account.

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