AN\soutD
p2 = 10001000 (1/4) \label{p2-10001000-14}
Figure 1.6: Influence of correlation on SC
understand, the covariance matrix of two bit sequence is calculated as follows:
cov(p , p ) = . 0.2857 −0.1429 .
−0.1429 0.2143
(1.13)
And for the sequences introduced in Fig.1.6
cov(p1, p2) =
. 0.2857 0 .
0 0.2143
(1.14)
According to this example, we can deduce that the desired result is obtained iff bit streams are uncorrelated or independent. From there, the second proposed problem is how to generate ”good” SC sequences in practice?