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X is a 3-dimensional random vector with E[X] = 0 and autocorrelation matrix RX with elements

Y is a 2-dimensional random vector with

Use Y to form a linear estimate of X1:

(a) What are the optimum coefficients  and 2?

(b) What is the minimum mean square error e∗ L?

(c) Use Y1 to form a linear estimate of X11 = aY1 + b. What are the optimum coefficients a∗ and b∗? What is the minimum mean square error e∗L?

Statistics and Probability, Statistics

  • Category:- Statistics and Probability
  • Reference No.:- M91821729

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