Let I I Denote A Pair Of Uncorrelated Zero Mean 2 I Random Vectors Having Cova

Let Y,W denote a pair of uncorrelated, zero-mean(2*1) random vectors having covariance matrix I2

Let I" I`’ denote a pair of uncorrelated , zero – mean | 2* I | random vectors having covariance matrix 1 7 . LetZ = GF + W!where6 = [ 1 1 ]( a ) Determine the LMMISE estimate !" of I’ given I as well as the associated mean – square EllumI bj State the orthogonality principle as it applies in this setting*

 

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