A new family of frequency-hop codes |
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| Authors: | Moreno O Maric SV |
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| Affiliation: | Dept. of Math., Puerto Rico Univ., San Juan; |
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| Abstract: | We give an algebraic construction for a new family of frequency-hop codes. The construction is based on properties of finite fields: it is shown that for each field GF(pm), there exists a large number of codes of length pm. The codes are also shown to possess the best possible simultaneous two-dimensional autocorrelation and cross-correlation properties. Moreover, they include a family of codes: with a code length of a power of 2, which are ideally suitable for applications in digital communication systems |
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