Set of optimal frequency‐hopping sequences based on polynomial theory.
- Resource Type
- Article
- Authors
- Han, H.Y.; Peng, D.Y.
- Source
- Electronics Letters (Wiley-Blackwell). Jan2014, Vol. 50 Issue 1, p214-216. 3p.
- Subject
- Language
- ISSN
- 0013-5194
A new frequency‐hopping sequence (FHS) set is presented and studied. The construction of new FHSs is based on the polynomial theory over the finite field, and the new FHSs are called the power residue and the constant FHSs. It is shown that the presented FHS set is optimal with respect to the average Hamming correlation bound and it includes the known cubic and constant FHS set as a special case. [ABSTRACT FROM AUTHOR]