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Hi, the example about the QM9 database is very illustrative for me to perform regression of molecular properties on my own dataset.
¿It would be possible to implement the computation of the derivatives of an output global graph property (as the energy) with respect the input node features (atomic position coordinates)? That would be very interesting because it would allow to consistently compute the forces acting on each atom (as derivatives of the total energy with respect its position) and perform molecular dynamics simulations.
I don't know if it's possible to implement the analytical derivative of a global property with respect an input feature, in our case, the x-coordinate of atom 1, for example.
Thanks,
Alfonso
The text was updated successfully, but these errors were encountered:
Hi, the example about the QM9 database is very illustrative for me to perform regression of molecular properties on my own dataset.
¿It would be possible to implement the computation of the derivatives of an output global graph property (as the energy) with respect the input node features (atomic position coordinates)? That would be very interesting because it would allow to consistently compute the forces acting on each atom (as derivatives of the total energy with respect its position) and perform molecular dynamics simulations.
I don't know if it's possible to implement the analytical derivative of a global property with respect an input feature, in our case, the x-coordinate of atom 1, for example.
Thanks,
Alfonso
The text was updated successfully, but these errors were encountered: