Searching for "Codes Over the p-adic Integers." – sorted by Relevance.
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On efficient decoding of alternant codes over a commutative ring
- )=( 0 e ( i j )y i j ). This algorithm can decode, in particular, BCH and Reed-Solomon codes over the p-adic
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On the Key Equation Over a Commutative Ring.
- code over a domain, e.g. the p-adic integers. When R is a Hensel ring, i.e. a local ring which admits
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Categorical Code Constructions
- to the product of PH 1 and PH 2 . Example 19 (Codes over p-adic Integers) The famous explanation
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Construction and Categories of Codes
- is (isomorphic to) the coproduct (as defined in section 6) of the codes A 1 and A 2 . Example 4 (Codes over p-adic
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