how can i pull it off in MATLAB?
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Using the step length = 1 and search direction as the anti-gradient, implement the general unconstrained minimization algorithm of your book (page 17-18) for the following function f(x,y)=x^2+y^2/2 Use [x0 y0]' = [3 1]' as the starting point. Run the code for 10 iterations.
Contour plot of the function with a plot of iterates (i.e. [xk yk]') Plot of the value of the function with respect to the iteration number Any insight MATLAB Code
PS: matrices are column matrices .
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