DocumentCode
947244
Title
Error probabilities for adaptive multichannel reception of binary signals
Author
Price, Robert
Volume
8
Issue
5
fYear
1962
fDate
9/1/1962 12:00:00 AM
Firstpage
305
Lastpage
316
Abstract
Description and performance are given for two slightly different forms of an adaptive receiver that is used with binary signaling in a multichannel communication system. Each channel has a non-dispersive, nonfading propagation path and additive white gaussian noise that is independent of, and equal in intensity to, the other channel noises. Either phase-independent orthogonal signaling (such as FSK) or phase-reversal-comparison signaling is employed to convey to the receiver both the message and information about the path strengths and phases. The receiver measures the path parameters and applies the results to the detection processing as though they were perfectly accurate; it is shown that this procedure is a natural extension of non-adaptive reception. Results are given without derivation for the probability of binary decision error, which depends on the type of signaling, the ratio of the total noise-exclusive signaling energy received to the noise intensity, the number of channels, and the ratio of the effective measurement time to the binary signal duration. The distribution of the received signaling energy among the channels is immaterial. Graphs of error probability are presented for selected system parameters. A novel by-product of the study is an error-probability expression for non-adaptive multichannel reception of quite general binary signaling. Optimal adjustment of the adaptive receiver for fading-path situations is also considered, but corresponding error probabilities have not yet been derived.
Keywords
Adaptive signal detection; Additive white noise; Diversity reception; Error probability; Fading; Frequency diversity; Frequency shift keying; Phase noise; Propagation losses; Receiving antennas; Signal to noise ratio; Transmitters; Transmitting antennas;
fLanguage
English
Journal_Title
Information Theory, IRE Transactions on
Publisher
ieee
ISSN
0096-1000
Type
jour
DOI
10.1109/TIT.1962.1057739
Filename
1057739
Link To Document