New Constructions for Optimal Sets of Frequency-Hopping Sequences
Zhengchun Zhou, Xiaohu Tang, Daiyuan Peng, Udaya Parampalli · IEEE Transactions on Information Theory · 2011
In this paper, two generic constructions of optimal frequency-hopping sequence (FHS) sets employingd-form functions with difference-balanced property are presented. They generalize the previous constructions of optimal FHS sets usingm-sequences and produce new optimal FHS sets that cannot be produced by the earlier constructions. By choosing appropriated-form functions with difference-balanced property, both constructions lead to FHSs with large linear complexity. In addition, one of the proposed constructions gives new optimal parameters of FHS sets.