A optimal detector for a known signal in Laplace noise is determined. The analysis starts with a sampled digital receiver, leading to an asymptotic analysis when the number of samples approaches infinity. The optimum detector for Laplace Noise achieves twice the signal-to-noise ratio of the matched filter for Gaussian noise. The theoretic analysis is corroborated by computer simulations.
The Structure and Performance of an Optimal Continuous-Time Detector for Laplace Noise / Beaulieu N.C.; Bartoli G.; Marabissi D.; Fantacci R.. - In: IEEE COMMUNICATIONS LETTERS. - ISSN 1089-7798. - STAMPA. - 17:(2013), pp. 1065-1068. [10.1109/LCOMM.2013.042313.130164]
The Structure and Performance of an Optimal Continuous-Time Detector for Laplace Noise
BARTOLI, GIULIO;MARABISSI, DANIA;FANTACCI, ROMANO
2013
Abstract
A optimal detector for a known signal in Laplace noise is determined. The analysis starts with a sampled digital receiver, leading to an asymptotic analysis when the number of samples approaches infinity. The optimum detector for Laplace Noise achieves twice the signal-to-noise ratio of the matched filter for Gaussian noise. The theoretic analysis is corroborated by computer simulations.
I documenti in FLORE sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.
