Evolver · San Francisco
Data & AI
Evolver is hiring a Research Scientist - Information Theory and Statistical Inference in San Francisco, California. Posted 10 September 2026. Apply directly on Evolver's own careers site — no account needed.
About Evolver
Evolver is an AI technology company transforming professional services. We combine deep domain expertise, advanced AI, and continuous applied learning to automate complex enterprise workflows while keeping people involved where judgment matters. Our goal is to help organizations operate more efficiently, accurately, and intelligently.
The Role
Evolver is looking for a Research Scientist with a strong background in information theory, statistical inference, uncertainty quantification, or related mathematical methods.
You will help develop methodologies for understanding how large-scale, heterogeneous enterprise data can be transformed into decision-relevant information, how uncertainty changes as new evidence is acquired, and how the value of information can be quantified.
We welcome applications from exceptional recent graduates as well as experienced researchers. We care more about mathematical depth, research ability, and original thinking than years of industry experience.
What You'll Do
Minimum Qualifications
There is no minimum number of years of industry experience. Strong candidates may demonstrate their capabilities through a thesis, publications, research projects, internships, open-source work, or relevant industry experience.
Preferred Qualifications
Deep prior experience with LLMs, RAG, prompt engineering, or specific agent frameworks is not required.
Application
In your cover letter, please include the title of your thesis and a brief summary of the problem, methodology, and your specific contribution.
About Evolver
Evolver is building intelligent enterprise systems that transform large volumes of heterogeneous data into structured information for reasoning and decision-making.
We are looking for researchers who want to bring the foundations of information theory, statistical inference, and uncertainty into the next generation of AI.
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