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This worked well for the method using the analytic Lagrangian and then autograd, but was far slower for solving using the NN methods, I think this because the default solver for torchdiffeq uses lots of memory, so maybe need to use adjoint solve, not sure about this so kept original methods for NN.
Everything should work better/faster if things don't have to be converted form torch tensors to numpy arrays when solving forward with NN model.
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