Nov 28, 2013 #1 microtorrent135 Electrical Joined Nov 28, 2013 Messages 1 I want to know what does it means the Expected value of a signal X times the conjugate transpose of itself. X is a matrix with complex entries. E[ X X']=?
I want to know what does it means the Expected value of a signal X times the conjugate transpose of itself. X is a matrix with complex entries. E[ X X']=?
Nov 28, 2013 #2 LiteYear Computer Joined Jan 9, 2012 Messages 442 Location AU I think it's just notation for the covariance matrix. I suspect the mean of the values is zero (they're signals about zero?), so E(X X') = E((X-x) (X-x)') = cov(X) where x is the mean of X and cov(X) is the covariance matrix of X. Upvote 0 Downvote
I think it's just notation for the covariance matrix. I suspect the mean of the values is zero (they're signals about zero?), so E(X X') = E((X-x) (X-x)') = cov(X) where x is the mean of X and cov(X) is the covariance matrix of X.