In this paper, we derive the optimum structure of a maximum-likelihood (ML)
receiver for a fast frequency-hopped binary frequency-shift-keying (FFH/BF
SK) spread-spectrum (SS) communication system operating in the presence of
multitone jamming (MTJ) and additive white Gaussian noise (AWGN), It is sho
wn that the side information of noise variance, signal tone amplitude, and
multiple interfering tone amplitude at each hop, as well as the computation
of nonlinear modified Bessel function are required to implement the optimu
m ML receiver. We have also derived and analyzed two suboptimum receivers-n
amely, the ML-I and ML-II receivers-for large and small signal-to-noise rat
io (SNR), respectively. Performance comparisons among various receivers sho
w that the ML receiver gives the best performance, while the ML-I and ML-II
receivers also outperform the other existing methods under both high and l
ow SNR conditions.