1995
DOI: 10.1117/12.228239
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<title>Coding for higher-order partial-response channels</title>

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Cited by 55 publications
(40 citation statements)
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“…At higher user densities, channel BER can be improved by employing a 32-state Viterbi detector that corresponds to targets that better match the channel response. The PR of type (8) matches the Lorentzian channel at a user density of 3.0. The resulting target has 11 discrete signal levels [ ] with squared distance of 20, and a single bit error event with a squared distance of 22.…”
Section: Application Of the Methods To Other Partial Response Chanmentioning
confidence: 76%
See 1 more Smart Citation
“…At higher user densities, channel BER can be improved by employing a 32-state Viterbi detector that corresponds to targets that better match the channel response. The PR of type (8) matches the Lorentzian channel at a user density of 3.0. The resulting target has 11 discrete signal levels [ ] with squared distance of 20, and a single bit error event with a squared distance of 22.…”
Section: Application Of the Methods To Other Partial Response Chanmentioning
confidence: 76%
“…Recently, several trellis codes that eliminate the most common error events by using coding constraints have been proposed for PR signaling [8]- [18]. Most common errors in higher order PR channels are caused by sequences of three or more consecutive recorded transitions.…”
Section: B Time-varying Maximum Transition Runlength (Tmtr) Codes Anmentioning
confidence: 99%
“…Therefore, by the above procedure of defining the list of forbidden code strings, we obtain the NRZ constraint. Its capacity is about 0.81, and a rate 4/5 code into the constraint was first given in [7].…”
Section: B Definitionsmentioning
confidence: 99%
“…In the ideal case (1), the probability of detecting given that was recorded is equal to , where is the distance between and given by (7) Therefore, a lower bound, and a close approximation for small , to the minimum probability of an error-event in the system is given by , where is the channel minimum distance of code . We refer to (8) as the minimum distance of the uncoded channel, and to the ratio as the gain in distance of code over the uncoded channel.…”
Section: Channels With Colored Noise and Intertrack Interferencementioning
confidence: 99%
“…Even higher rate codes to achieve the same increase in minimum distance have also been proposed. These include a family of codes in [5] and the rate 8/9 code based on a time varying MTR (TMTR) constraint proposed in [6].…”
Section: Introductionmentioning
confidence: 99%