Machine Learning @Latent_Labs, anything from classical statistics to modern machine learning and generative AI, previous @altos_labs

United Kingdom
Joined June 2020
The extent to which you can just do things now is staggering: I used AI to generate my own RTS, including the possibility to play against an agent by creating a machine readable gaming engine. I am still wrapping my head around how this will change industries.
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Or: "Why are Chatbots trained to tell us what we want to hear so reluctant to say 'I don't know'?" It's a mystery. 馃
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Excited to share that our paper on聽"Approximate Bayesian Computation with Path Signatures"聽has been recognized with the聽outstanding paper award聽at聽@UncertaintyInAI! Grateful for my amazing collaborators @JoelNMDyer @pw_cannon
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Replying to @sp_monte_carlo
I always disliked the term "statistical science" for exactly that reason. Imo it makes much more sense to simply call it "statistics" and consider it part of philosophy.
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Replying to @balazskegl
An interesting thing is that most people who actually can bike also don't know explicitly about counter steering. It's tacit knowledge. youtu.be/9cNmUNHSBac
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Btw, GPT 3 get's wrong.
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Replying to @pfau
Not wearing a seatbelt?
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Finally have my author copy of the first paper I published in my PhD. Having a physical representation of achievements like a paper publication make it more satisfying and I am a bit sad that mostly this isn't done anymore 馃槥
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3) Because the error model increases the likelihood of out-of-distribution data, we don't see the failure modes of standard models that assume the simulator is well-specified: we obtain more conservative posteriors while simultaneously better identifying the true parameter.
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2) by identifying which summary statistics, i.e. which aspect of a simulator is misspecified. Think, a Covid model could be able to accurately reflect deaths but not infections. Our approach can identify such problems and point researchers to shortcomings.
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Assume you have a simulator and interpretable summary statistics. We use a spike-and-slab error model with a Bernoulli variable that adds heavy-tailed noise if the observations have low likelihood.
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