IEEE Transactions on Magnetics · 1997 · 36 citations · 4 references
EngineeringComputer EngineeringHardware Description LanguagesMedical CodingSequence AnalysisChannel CodingCode GenerationCoding TheoryDigital Signal ProcessingError Control CodingError-correcting CodesBlock CodesBlock CodingDetectorsLinear Block CodesMinimum DistanceMinimum Distance BoundsSliding Block Codes
Maximum transition run (MTR) codes provide significant minimum distance gains when used with sequence detectors operating at high linear densities. A method for reducing the RLL k constraint associated with MTR block codes is presented. A block decodable, rate 4/5 MTR code with k=4 illustrates the technique. This reduction of k is combined with sliding-block decoding to develop a 97.8% efficient rate 6/7 MTR code with k=8.
4