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This improves performance but something is wrong. The optimization with complex numbers gives a worse result than before.
> np.testing.assert_allclose(energy, -108.58613393502857)
E AssertionError:
E Not equal to tolerance rtol=1e-07, atol=0
E
E Mismatched elements: 1 / 1 (100%)
E Max absolute difference among violations: 5.03683129e-05
E Max relative difference among violations: 4.63855845e-07
E ACTUAL: array(-108.586084)
E DESIRED: array(-108.586134)
tests/python/variational/orbital_optimization_test.py:86: AssertionError
I'm not confident whether it is appropriate to comment on this PR draft, but I'd like to share a quick thought.
From my scheme, I think current _generator_to_parameters misses that each variational parameter controls two elements of the anti‑Hermitian generator.
Do you think multiply the gradient contributions by 2 and to account for the sign of the imaginary part when converting back to the parameter vector would solve the issue?
I'm not confident whether it is appropriate to comment on this PR draft, but I'd like to share a quick thought. From my scheme, I think current _generator_to_parameters misses that each variational parameter controls two elements of the anti‑Hermitian generator. Do you think multiply the gradient contributions by 2 and to account for the sign of the imaginary part when converting back to the parameter vector would solve the issue?
Sorry, I don't quite understand what you mean, but feel free to open a pull request if you have a solution 🙂.
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This improves performance but something is wrong. The optimization with complex numbers gives a worse result than before.