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 a posteriori 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 a priori knowledge of velocity and time of arrival other than complete uncertainty can be taken into account.
Topics
Probability theory
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© 1978 Acoustical Society of America.
1978
Acoustical Society of America
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