| RFP: Measuring and forecasting risks (Jacob Steinhardt) (summarized by Rohin): Measurement and forecasting is useful for two reasons. First, it gives us empirical data that can improve our understanding and spur progress. Second, it can allow us to quantitatively compare the safety performance of different systems, which could enable the creation of safety standards. So what makes for a good measurement? 1. Relevance to AI alignment: The measurement exhibits a failure mode that becomes worse as models become larger, or tracks a potential capability that may emerge with further scale (which in turn could enable deception, hacking, resource acquisition, etc). 2. Forward-looking: The measurement helps us understand future issues, not just those that exist today. Isolated examples of a phenomenon are good if we have nothing else, but we’d much prefer to have a systematic understanding of when a phenomenon occurs and how it tends to quantitatively increase or decrease with various factors. See for example scaling laws (AN #87). 3. Rich data source: Not all trends in MNIST generalize to CIFAR-10, and not all trends in CIFAR-10 generalize to ImageNet. Measurements on data sources with rich factors of variation are more likely to give general insights. 4. Soundness and quality: This is a general category for things like “do we know that the signal isn’t overwhelmed by the noise” and “are there any reasons that the measurement might produce false positives or false negatives”. What sorts of things might you measure? 1. As you scale up task complexity, how much do you need to scale up human-labeled data to continue to maintain good performance and avoid reward hacking? If you fail at this and there are imperfections in the reward, how bad does this become? 2. What changes do we observe based on changes in the quality of the human feedback (e.g. getting feedback from amateurs vs experts)? This could give us information about the acceptable “difference in intelligence” between a model and its supervisor. 3. What happens when models are pushed out of distribution along a factor of variation that was not varied in the pretraining data? 4. To what extent do models provide wrong or undesired outputs in contexts where they are capable of providing the right answer? | 
