📄 conthess.m
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function H = conthess(x)
% Compute numerically hessian matrices of F(x)
%
% hess is a multidimensional matrix: hess(i,j,k) = d^2 F_i / dx_j dx_k
global cds
ndim = cds.ndim;
Increment = cds.options.Increment;
if nargin ~= 1
error('conthess needs a point');
end
try
symhess = cds.symhess;
catch symhess = 0; end
if symhess
H = feval(cds.curve_hessians, x);
else
for i=1:cds.ndim
x1 = x; x1(i) = x1(i)-cds.options.Increment;
x2 = x; x2(i) = x2(i)+cds.options.Increment;
H(:,:,i) = contjac(x2)-contjac(x1);
end
H = H/(2*cds.options.Increment);
end
%SD:calculates hessians
%SD:calculates hessians
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