摘要
When every element of a random vector X =(X1,X2,...,Xn)?assumes the cumulative distribution function F0?and F1?with probability p?and 1 - p, respectively, we have shown that the probability S0?that the first order statistic of X?is originally under F0?can be expressed as . We have also shown that , where ?and ??with ?the support of F?i?(x)?. Applications and implications of the results are discussed in the performance of wideband spectrum sensing schemes.
When every element of a random vector X =(X1,X2,...,Xn)?assumes the cumulative distribution function F0?and F1?with probability p?and 1 - p, respectively, we have shown that the probability S0?that the first order statistic of X?is originally under F0?can be expressed as . We have also shown that , where ?and ??with ?the support of F?i?(x)?. Applications and implications of the results are discussed in the performance of wideband spectrum sensing schemes.
