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Hi,
I have a function of the form:
function r=d(f,j)
if (j==1)
r=3*f(1)+f(3)*f(2)-3;
elseif(j==2)
r=f(1)+2*f(2)-4;
else
r=f(1)*f(2)*f(3)-1;
end
and I would like to be able to numerically compute the Jacobian for such a function. I have a method of computing the Jacobian but I am not convinced that it is giving the right answer though.
for i=1:3
for j=1:3
T=zeros(3,1);
T(j)=dd;
J(i,j)=(d(f+T,i)-d(f,i))/dd; %This is the jacobian
end
end
Does anyone have anything better?
I have a function of the form:
function r=d(f,j)
if (j==1)
r=3*f(1)+f(3)*f(2)-3;
elseif(j==2)
r=f(1)+2*f(2)-4;
else
r=f(1)*f(2)*f(3)-1;
end
and I would like to be able to numerically compute the Jacobian for such a function. I have a method of computing the Jacobian but I am not convinced that it is giving the right answer though.
for i=1:3
for j=1:3
T=zeros(3,1);
T(j)=dd;
J(i,j)=(d(f+T,i)-d(f,i))/dd; %This is the jacobian
end
end
Does anyone have anything better?