Assume the complex measurements represented as y=Sg+zj,i=0,1,j=1,…,k (6.5) It follows that the conditional probabilities are py|B)=p(y,y2,…yk|H,B1,…,fm)(6.6 p,y川B)=p(y,y2,…yk|H,B1,…,m)(6.7) Given the set of measurements,we want to decide on a hypothesis. UESTC 77 UESTC It follows that the conditional probabilities are Given the set of measurements, we want to decide on a hypothesis. 0 0 1 2 0 01 0 ( | ) ( , , | , , , ) (6.6) k m p y p y y y H    = 1 1 1 2 1 11 1 ( | ) ( , , | , , , ) (6.7) p y p y y y H    = k n Assume the complex measurements represented as , 0,1, 1, , (6.5) j ij j y s z i j k = + = =