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The Score Matching Estimators do benefit from solving the ODE which they approximate by establishing an SDE during training. ODEs would help solve the continuous problem, while the SDEs remain in the discrete representation.
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Describe the solution you'd like
We would have to research which ODE solvers we may want to interface with. A simple solution would be to convert all torch.Tensor instances into numpy.ndarrays and use scipy.odeint as scipy is already a dependency of sbi. However, this will likely not work for bigger problem sizes.
Describe alternatives you've considered
As suggested by @gmoss13, a viable library to do the ODE integration within pytorch would be torchdiffeq. But more research is required to check pros/cons of adding this or any other library as a dependency to sbi
📌 Additional Context
ODE based training for score matching estimators will support high dimensionality use cases of sbi
The text was updated successfully, but these errors were encountered:
🚀 Feature Request
Is your request related to a problem?
The Score Matching Estimators do benefit from solving the ODE which they approximate by establishing an SDE during training. ODEs would help solve the continuous problem, while the SDEs remain in the discrete representation.
...
Describe the solution you'd like
We would have to research which ODE solvers we may want to interface with. A simple solution would be to convert all
torch.Tensor
instances intonumpy.ndarray
s and usescipy.odeint
as scipy is already a dependency ofsbi
. However, this will likely not work for bigger problem sizes.Describe alternatives you've considered
As suggested by @gmoss13, a viable library to do the ODE integration within pytorch would be torchdiffeq. But more research is required to check pros/cons of adding this or any other library as a dependency to
sbi
📌 Additional Context
ODE based training for score matching estimators will support high dimensionality use cases of
sbi
The text was updated successfully, but these errors were encountered: