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Unformatted text preview: 1 Problem 4 Use the perturbation methods given in class to develop an iterative algorithm to solve the following system of non-linear equations: y = sin 2 x y = x 3 Problem 5 Show that the minimum, ˆ x , of the cost function J (ˆ x ) = ( z-H ˆ x ) T W ( z-H ˆ x ) is given by ˆ x = ( H T W H )-1 H T W z . 2...
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- Fall '08
- random vector, Electronic Navigation Systems, Gaussian random vector, individual random variables, orthonormal matrix