📄 modnewton.m
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% Modified Newtons Method
% Symbolic calculations
%
function return = ModNewton(xx,niter)
tol = 0.0001; lowbound = 0; intvl = 1; ntrials = 20;
nvar = lngth(xx);
for j = 1:nvar
x(j) = xx(j);
end
as(1)=0;
xs(1,:)=x;
fs(1)=5.3125;
for i = 1:niter -1
syms x1 x2 f g1 g2 h
f = 3 + (x1 - 1.5*x2)^2 +(x2 - 2)^2;
g1 = diff(f,x1);
g2 = diff(f,x2);
x1 = x(1); x2 = x(2);
h = jacobian([g1;g2],[x1,x2]);
hval=subs(h)
s = -inv(hval)*[subs(g1) subs(g2)]';
output = GoldSection_nVar(functname,tol,x, ...
s,lowbound,intvl,ntrials);
as(i+1) = output(1);
fs(i+1) = output(2);
for k = 1:nvar
xs(i+1,k)=output(2+k);
x(k)=output(2+k)
end
end
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