Title :
Constructions and properties of block codes for partial-response channels
Author :
Tolhuizen, Ludo M G M ; Immink, Kees A Schouhamer ; Hollmann, Henk D L
Author_Institution :
Philips Res. Lab., Eindhoven, Netherlands
fDate :
11/1/1995 12:00:00 AM
Abstract :
We report on block-coding techniques for partial-response channels with transfer function (1∓Dm), m=1, 2, ... . We consider various constructions of block codes with prescribed minimum Euclidean distance. Upper and lower bounds to the size of a code with minimum squared Euclidean distance greater than unity are furnished. A table is presented of cardinalities of codes of small length with prescribed minimum squared Euclidean distance
Keywords :
block codes; channel coding; partial response channels; transfer functions; block codes; cardinality; lower bounds; minimum squared Euclidean distance; partial-response channels; spectral null codes; transfer function; upper bounds; Block codes; Conferences; Convolutional codes; Density functional theory; Euclidean distance; Hamming distance; Magnetic recording; Optical recording; Partial response channels; Transfer functions;
Journal_Title :
Information Theory, IEEE Transactions on
