Many real world optimization problems, such as the design of experiments in biological or chemical domains, the tuning of hyperparameters in machine learning systems, and the allocation of resources under uncertainty, are both expensive and high dimensional. Traditional algorithms for such black box or bandit optimization rely primarily on carefully chosen surrogate models, including Gaussian Processes, random forests, or Bayesian neural networks, to guide the search. While these methods provide a foundation for uncertainty quantification, they often struggle to incorporate the vast qualitative insights or latent domain knowledge available through modern generative models like LLMs. The project aims to develop a unified framework that integrates probabilistic search with LLM suggestions, maintaining control over the optimization landscape while leveraging external information cues. Research will address the fundamental challenge of balancing data driven discovery with potentially noisy or heuristic insights through a principled synthesis of robust surrogates and agentic reasoning. This internship position is located in South San Francisco, on-site. A central component of the internship involves establishing formal performance guarantees and convergence properties for the proposed methodology. By demonstrating that the framework maintains reliable behavior even when incorporating non-traditional suggestions, the project ensures the method scales effectively as experimental data accumulates. The methodology will be validated on high throughput functional genomics data where efficient search is critical due to the scale and cost of physical experiments. By establishing a robust loop that integrates generative insights with experimental results, the research aims to develop new methods for automated discovery suitable for submission to machine learning or computational biology venues.
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Job Type
Full-time
Career Level
Intern