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On codes derivable from the tensor product of check matrices

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1 Author(s)

A class of codes is described having check matrices which are the tensor product of the check matrices of known nonbinary codes and binary codes. The error-correction, error-detection, and error-location capabilities of these codes are specified in terms of the properties of the component codes. The construction procedure allows for a class of codes with a wide variety of redundancies and error-control capabilities. Examples are given of codes from this class which correct random bursts of errors and bursts of bursts of errors.

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Information Theory, IEEE Transactions on  (Volume:11 ,  Issue: 2 )