The author describes a simplified derivation of the representation of the circular error probability (CEP) integral, which is the integral over a disk centered at the origin of a zero mean two-dimensional Gaussian random variable, as a one-dimensional integral. In addition, two series are presented which can be used to compute efficiently the CEP integral. The domain of applicability of the series and methods for acceleration of the convergence of these series are discussed. The integral occurs in the evaluation of communication and radar signals, and in other statistical applications.<>
Computation of the circular error probability integral
IEEE Transactions on Aerospace and Electronic Systems ; 27 , 6 ; 906-910
1991-11-01
383140 byte
Article (Journal)
Electronic Resource
English
Computation of the Circular Error Probability (CEP) Integral
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