DocumentCode
924298
Title
Maximally null partial response for an MLSE digital data system involving high loss coaxial cable
Author
Foschini, Gerard J.
Volume
21
Issue
6
fYear
1975
fDate
11/1/1975 12:00:00 AM
Firstpage
601
Lastpage
604
Abstract
Digital data systems are considered in which reception is based on the principle of maximum-likelihood sequence estimation (MLSE) and in which the channel has the coaxial cable power transfer characteristic
. When only the average transmitter output power and the response memory (
) are constrained, it is shown that, as
increases, the optimal overall system impulse response tends to a partial response for which the corresponding frequency characteristic is proportional to the unique normalized trigonometric polynomial having
th order zeros at the Nyquist bandlimits. These same partial responses result if
is fixed and the band rate is increased. This observation helps explain a recent numerical study by Fredricsson that has stirred wide-spread interest. The minimum distance associated with such an optimal response is tabulated for various values of
and various numbers of levels.
. When only the average transmitter output power and the response memory (
) are constrained, it is shown that, as
increases, the optimal overall system impulse response tends to a partial response for which the corresponding frequency characteristic is proportional to the unique normalized trigonometric polynomial having
th order zeros at the Nyquist bandlimits. These same partial responses result if
is fixed and the band rate is increased. This observation helps explain a recent numerical study by Fredricsson that has stirred wide-spread interest. The minimum distance associated with such an optimal response is tabulated for various values of
and various numbers of levels.Keywords
PAM signal detection; Partial-response coding; Sequences; Signal estimation; Wire communications; maximum-likelihood (ML) estimation; Amplitude estimation; Amplitude modulation; Coaxial cables; Data systems; Frequency; Maximum likelihood estimation; Polynomials; Power generation; Pulse modulation; Transmitters;
fLanguage
English
Journal_Title
Information Theory, IEEE Transactions on
Publisher
ieee
ISSN
0018-9448
Type
jour
DOI
10.1109/TIT.1975.1055472
Filename
1055472
Link To Document