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(i) where M SSC ( ) is given by (9.280). Figure 9.44 shows the effect of average SNR unbalance on the average BER of BPSK with SSC over Nakagami-m fading channels. We used the optimum switching threshold to generate these curves, and these optimum thresholds were found numerically by minimizing (9.332) with respect to T . Note, for example, that in the case of m = 2 the unbalanced system under consideration suffers about 3-dB penalty for an average BER of 10 6 compared to a balanced system.

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2A ( T ) I1.5 q (0) (n ) ln aH2 O = MH2 O m i m j ij + ij exp ( n I ) 1+ b I (88 ) i H2 O j H2 O n=1 MH2 O m i

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where M (s) is the MGF of any of the l s with mean value d = Pd / 2 , which also represents the average SNR of the desired signal per antenna. Before proceeding with the evaluation of average BEP, we rst specify the eigenvalues for the single-interferer case. It has been shown in several places in the literature [5 8] that the eigenvalues of the covariance matrix of (11.3) are given by L L 2 PI |cI n |2 + 2 = PI I n + 2 , l=1 (11.8) l = n=1 n=1 2 , l = 2, 3, . . . , L that is, L 1 of them are constant and one of them, 1 , is a RV. Making this substitution in (11.7) gives M t | 1 (s) = M (s)