Suppose U ∼ N(µu,Vu). Let
Use equation 3.32 to show that u1and u2are independent if V12= 0. That is, if u is multivariate normal, then u1and u2uncorrelated implies u1and u2are independent. (The joint density of u1and u2is the product of the marginal densities of u1and u2, if and only if u1and u2are independent.)
Already registered? Login
Not Account? Sign up
Enter your email address to reset your password
Back to Login? Click here