Chris Miller

This researcher works in mathematical logic and model theory, focusing on 'tame' expansions of the real number field—that is, studying which structures built on top of the real numbers avoid pathological or overly complicated behavior. The work touches on o-minimality (a way of classifying orderly mathematical structures) and related topics like undecidability, harmonic exponential terms, and points of bounded height on geometric sets. Note that the provided publication list appears to mix in unrelated titles (e.g., on small group communication, film reviews, leadership) that are likely from a different author sharing the same name.

Publication activity in the core mathematical logic topic area appears sparse and irregular over the last decade, with no publications in several years and only about one per year on average recently, though this may partly reflect mixed records from a similarly named author.

Generated by claude-sonnet-5 from public bibliographic data · Jul 20, 2026