2011 IEEE International Symposium on Information Theory Proceedings 2011
DOI: 10.1109/isit.2011.6033849
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Channels with intermittent errors

Abstract: Abstract-We study coding for binary channels in which out of any two consecutive transmitted bits at most one can be affected by errors. We consider a set of basic coding problems for such channels, deriving estimates on the size of optimal codes and providing some constructions. We also study a generalization to errors separated by at least s = 2, 3, . . . error-free channel uses. Finally, we define a probabilistic model of a binary channel with non-adjacent errors and find the capacity of this channel.

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Cited by 4 publications
(1 citation statement)
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“…For instance, consider the bit-patterned media recording systems for which the readhead cannot perfectly match to the pre-patterned magnetic islands [1]; when a particular island is skipped or read multiple times (due to cycle slips), the next deletion/insertion event will appear only after some time. See also [7] for intermittent errors in high density magnetic recording channels. Another example of this channel model is a wireless communication system with a varying sampling rate, caused by an inadequate yet low-cost timing recovery block [8].…”
Section: Index Terms-segmentedmentioning
confidence: 99%
“…For instance, consider the bit-patterned media recording systems for which the readhead cannot perfectly match to the pre-patterned magnetic islands [1]; when a particular island is skipped or read multiple times (due to cycle slips), the next deletion/insertion event will appear only after some time. See also [7] for intermittent errors in high density magnetic recording channels. Another example of this channel model is a wireless communication system with a varying sampling rate, caused by an inadequate yet low-cost timing recovery block [8].…”
Section: Index Terms-segmentedmentioning
confidence: 99%