trig.m

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% Trigonometric function% ---------------------- %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% function [fvec,J]=trig(n,m,x,option)% Problem no. 26% Dimensions -> n=variable, m=n% Standard starting point -> x=(1/n,..,1/n)% Minima -> f=0 %                                     % 11/21/94 by Madhu Lamba  %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%function [fvec,J] = trig(n,m,x,option)    zero=0.d0;  one=1.d0;  if option==1      sum1 = zero;      for i=1:n        xi   = x(i);        cxi  = cos(xi);        sum1  = sum1 + cxi;        fvec(i) = n + (i)*(one - cxi) - sin(xi);      end      fvec=fvec';      fvec=fvec-sum1;     elseif option==2      for j=1:n        xj  = x(j);        sxj = sin(xj);        for i=1:n          J( i, j) = sxj;        end        J(j, j) =  (j+1)*sxj - cos(xj);      end  elseif option==3      sum1 = zero;      for i=1:n        xi   = x(i);        cxi  = cos(xi);        sum1  = sum1 + cxi;        fvec(i) = n + (i)*(one - cxi) - sin(xi);      end      fvec=fvec';      fvec=fvec-sum1;      for j=1:n        xj  = x(j);        sxj = sin(xj);        for i=1:n          J( i, j) = sxj;        end        J(j, j) =  (j+1)*sxj - cos(xj);      end  else error('Error: trig.m : invalid option')  end

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