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As I forgot in Issue #266, the different backends have different approximations of the the Poisson distribution. In the NumPy backend a Gamma function based approximation is used. However, in the TensorFlow, PyTorch, and MXNet backends a Normal function approximation is used.
It would be good if possible to try and have a better approximation than the Normal approximation that is more consistent across backends. I forgot this, and so it won't be obvious to new users.
The text was updated successfully, but these errors were encountered:
many backends support pdf distributions. The only possile issue is that poisson is nominally a discrete pdf. but iirc, most backends should already use a continuous approximation of it anyways.
Description
As I forgot in Issue #266, the different backends have different approximations of the the Poisson distribution. In the NumPy backend a Gamma function based approximation is used. However, in the TensorFlow, PyTorch, and MXNet backends a Normal function approximation is used.
It would be good if possible to try and have a better approximation than the Normal approximation that is more consistent across backends. I forgot this, and so it won't be obvious to new users.
The text was updated successfully, but these errors were encountered: