Nicholas Ramsey

Nicholas Ramsey is an Assistant Professor in the Department of Mathematics at the University of Notre Dame, affiliated with the College of Science. He holds a Ph.D. from the University of California, Berkeley (2018), an M2 from Université Paris Diderot (2013), and an A.B. from the University of Chicago (2012). His research focuses on mathematical logic, particularly model theory, with an emphasis on Shelah’s classification theory and its applications to algebra and combinatorics.

**Education:**

• A.B., University of Chicago, 2012
• M2, Université Paris Diderot - Paris 7, 2013
• Ph.D., University of California - Berkeley, 2018

**Research Interests:** His work explores classification theory in model theory, including NSOP1 theories, Kim-independence, and applications to algebraic structures like nilpotent groups and Lie algebras. He investigates combinatorial aspects such as PAC fields, permutation groups, and quadratic geometries. Recent trends in his publications emphasize foundational questions in model theory, including measures, saturation, and transitivity properties.

**Grants & Advising:** No specific grants or advisees are listed in the provided texts. He maintains an active research program centered at Notre Dame’s Department of Mathematics.

**Labs/Teams:** His research is conducted within the Department of Mathematics, contributing to the broader logic group at Notre Dame.