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All$E = \sum_i \varepsilon_i$ .
GraphPESModel
s make generate total energy predictions as a sum over local contributions:NN models tend to work best when they are trained to predict raw outputs that are unit-normally distributed:$y \sim \mathcal{N}(0, 1)$ . It therefore "makes sense" to introduce this base class that guesses the variance in local energy contribution per element during pre-fitting, and then uses these (learnable) values to scale raw NN outputs to live on the same scale as the energies they are trying to predict.