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- W2184940154 abstract "This paper focuses on performance bounds for estimating the frequency and the phase of a received signal when the complex amplitude of the signal is nonconstant and unknown. Receivers need to perform such an estimation in many application fi elds, including digital communications, direction-of-arrival estimation, and Doppler radar. While in digital communications the nonconstant complex-signal amplitude is a discrete random variable related to the transmitted information bits, in many other signal-processing fi elds this non-constant amplitude is typically modeled as multiplicative Gaussian noise. Fundamental lower bounds on the mean square error of any frequency-offset and phase-shift estimator are continuously employed in all these application fi elds. They serve as a useful benchmark for judging the performance of practical estimators. We present an overview of such bounds with their respective areas of interest, and their associated derivations in closed form." @default.
- W2184940154 created "2016-06-24" @default.
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- W2184940154 date "2010-01-01" @default.
- W2184940154 modified "2023-09-26" @default.
- W2184940154 title "Overview of performance lower bounds for blind frequency-offset estimation" @default.
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