In this paper, we derive exact expressions of the symbol error rate (SER) p
erformance of orthogonal, frequency-hopped, noncoherent M-ary frequency-shi
ft-keying (FH/MFSK) receivers in the presence of independent multitone jamm
ing (MTJ), as well as thermal and other wideband Gaussian noises. Both the
signal tones and the multiple jamming tones are affected independently by R
ician fading. Both the slow-hopping and fast-hopping systems are considered
. In our derivation, we exploit the fact that the multipath components of t
he signal and jamming tones can be combined with the other Gaussian noises
to form a single Gaussian process. Using this technique, we are able to obt
ain compact exact SER expressions which can be computed efficiently. From t
he computation results we provide physical explanations on the effects of s
everal system parameters, such as jamming fraction, fading conditions and n
umber of hops per symbol, on the SER performance of slow and fast FH/MFSK s
ystems under independent MTJ.