📄 froth.m
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% Freudenstein and Roth function % ------------------------------ %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% % function [fvec,J]=froth(n,m,x,option) % Problem no. 2% Dimensions -> n=2, m=2 % Standard starting point -> x=(0.5,-2) % Minima -> f=0 at (5,4) % f=48.9842... at (11.41...,-0.8968...) % % Revised on 10/22/94 by Madhu Lamba %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%function [fvec,J] = froth(n,m,x,option)if (option==1 | option==3) fvec = [ -13+x(1)+((5-x(2))*x(2)-2)*x(2) -29+x(1)+((x(2)+1)*x(2)-14)*x(2) ]; end; if (option==2 | option==3) J = [ 1 10*x(2)-3*x(2)^2-2 1 3*x(2)^2+2*x(2)-14 ] ; end;%
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