On (k, t)-subnormal covering codes |
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| Authors: | Honkala I.S. |
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| Affiliation: | Dept. of Math., Turku Univ.; |
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| Abstract: | The concept of a (k, t)-subnormal covering code is defined. It is discussed how an amalgamated-direct-sumlike construction can be used to combine such codes. The existence of optimal (q, n, M) 1 codes C is discussed such that by puncturing the first coordinate of C one obtains a code with (q, 1)-subnorm 2 |
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