implicit-known-traj #486
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If we allow z(x, y) then you will get instances of this in the discrete eoms:
And then you take the partials wrt to xi, yi, xn, yn, xp, yp to form the Jacobian, so only dz/dx and dz/dy will be required in the Jacobian. The Jacobian will never have d^2 partials, those will only appear in the Hessian, which we do not form analytically. |
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Thanks! |
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Presently z(x, y) cannot be used.$\frac{dz}{dx}, \frac{dz}{dy}$ only or also the mixed derivative $\frac{d^2z}{dxdy}$ ?
Just curiosity: would opty/Ipopt need
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