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Supplementary material: Ensembling geophysical models with Bayesian Neural Networks Anonymous Author(s) Affiliation Address email

Neural Information Processing Systems

This is based on work from Knutti et al. The heteroscedastic loss function is prone to episodes of catastrophic forgetting. Synthetic experiment Ozone experimentSpatial coord scaling 2 2 Temporal coord scaling (month of year) 1 2 Temporal coord scaling (total months) 1 1 Number of physical models 4 15 Number of neural network ensemble members 50 65 Bias mean. Noise mean prior 0. 02 0 .015 In the following, we derive the anchored ensembling loss function for the heteroscedastic case.






Appendix A Visualizations GeoMol GeoDiff RDkit RMCF

Neural Information Processing Systems

Figure 6: Examples of generated molecules from GEOM-Drugs dataset. For every model and molecule, we show three ground truths and the best-aligned conformations. Cat( | n |,P) end for add X to S end for compute the pairwise distance K with Eq.11 S Max Training Steps 1.2 10





Regret Matching +: (In)Stability and Fast Convergence in Games

Neural Information Processing Systems

However, a theoretical understanding of their success in practice is still a mystery. Moreover, recent advances [34] on fast convergence in games are limited to no-regret algorithms such as online mirror descent, which satisfy stability.