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maximize f(x) = 2x 1 x 2 + x 2 - x 1 2 - 2x 2 2 1 . Apply two iterations of Newton's
maximize f(x) = 2x1x2+ x2- x12- 2x22
1 . Apply two iterations of Newton's method, with initial point x(0)= (1, 1)Tto this problem.
2 . Apply the gradient search method, with initial point x(0)= (1, 1)T, and= 0.25.
3. Show that f(x) is concave function, and solve the system of linear equations by settingf(x) = 0 to obtain the exact solution.
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