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Supplementarymaterialfor DynamicCausalBayesianOptimisation

Neural Information Processing Systems

In this section we describe in detail the experiment conducted in 4.2. This example is based on theworkbyBlasiusetal.(2020). Inthisdemonstration wecontinuealongthatparadigm whenwe investigate a biological systems in which two species interact, one as a predator and the other as prey.



Catastrophic Goodhart: regularizing RLHF with KL divergence does not mitigate heavy-tailed reward misspecification

Neural Information Processing Systems

However, if error is heavy-tailed, some policies obtain arbitrarily high reward despite achieving no more utility than the base model-a phenomenon we call catastrophic Goodhart. We adapt a discrete optimization method to measure the tails of reward models, finding that they are consistent with light-tailed error.


WeightedMutualLearningwithDiversity-Driven ModelCompression

Neural Information Processing Systems

Onlinedistillation collaboratively trains agroup of peer models, which are treated as students, and all students gain extra knowledge from each other.