Novel approach utilizes large language models and Kolmogorov–Arnold networks for symbolic regression, enhancing function fitting capabilities.
We present a novel approach to symbolic regression using vision-capable large language models (LLMs) and the ideas behind Google DeepMind’s Funsearch. The LLM is given a plot of a univariate function and tasked with proposing an ansatz for that function. The free parameters of the ansatz are fitted using standard numerical optimisers, and a collection of such ans¨atze make up the population of a genetic algorithm. Unlike other symbolic regression techniques, our method does not require the specification of a set of functions to be used in regression, but with appropriate prompt engineering, we can arbitrarily condition the generative step. By using Kolmogorov–Arnold Networks (KANs), we demonstrate that “univariate is all you need” for symbolic regression, and extend this method to multivariate functions by learning the univariate function on each edge of a trained KAN. The combined expression is then simplified by further
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Harvey et al. (2026) studied this question.
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