Research

I am interim CTO at Current AI. I also lead product at Public AI and innovation at Stanford OpenLab. Before that, I completed my doctorate (and postdoc) in computer science at Oxford, and held fellowships at Stanford (at the Digital Civil Society Lab), Princeton (in the CS department), and MIT (in the math department). My work explores the intersection between artificial and collective intelligence. In particular, I apply math and science to the design of organizations and institutions.

For an updated list of publications and preprints, please see my CV. My work has been funded by the NSF, Ford Foundation, Omidyar, Sloan, EPSRC / UKRI, EU Next Generation Internet, Henry Luce Foundation, One Project, NIST, Ethereum Foundation, Optimism Foundation, Project Liberty, and others.

Currently:

Currently, but less active:

  • I co-founded and am a research director at Metagov, a lab for engineering institutions.
  • I do research on subsymbolic organizations.
  • I run an experimental investment club called Filigreen with John Garry, Joseph Low, and James Waugh.
  • I lead To Community, a project funded by the NSF, Ford, Sloan, Omidyar, and Open Collective to build calculators that model governance transitions in open source and E2C.
  • I’m working on a paper surveying the analogies between artificial and collective intelligence with Divya Siddarth and Jacy Reese Anthis.
  • I’m working on a paper exploring “isomorphic” structures inspired by causal theory in the context of style transfer and cross-domain learning (based on an older project with Wistan Chou and Sokwoo Rhee on theoretical guarantees for cycle consistency).
  • I edit a book series with Bob Coecke called Applied Category Theory, published by Cambridge University Press. The first book in the series is Theoretical Computer Science for the Working Category Theorist by Noson Yanofsky. Email us if you have an idea.

Previously:

I am currently collecting my thoughts and questions into a summary of my research (the first version was my master’s thesis); any suggestions would be greatly appreciated! The paper is modeled on this paper by Andreas Holmstrom.

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