Modified generalized concatenated codes and their application to the construction and decoding of LUEP codes We propose a modification of generalized concatenated codes, which allows us to construct some of the best known binary codes in a simple way. Furthermore, a large class of optimal linear unequal error protection codes (LUEP codes) can easily be generated. All constructed codes can be efficiently decoded by the Blokh-Zyablov-Zinov’ev algorithm if an appropriate metric is used.
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References in zbMATH (referenced in 4 articles )
Showing results 1 to 4 of 4.
- Baicheva, Tsonka; Gancheva, Irina: Ternary cyclic and negacyclic LUEP codes of lengths up to 26 (2004)
- Dettmar, Uwe; Gao, Yan; Sorger, Ulrich K.: Modified generalized concatenated codes and their application to the construction and decoding of LUEP codes (1995)
- Morelos-Zaragoza, Robert H.; Lin, Shu: On primitive BCH codes with unequal error protection capabilities (1995)
- Morelos-Zaragoza, Robert H.; Lin, Shu: QPSK block-modulation codes for unequal error protection (1995)