Dominique Maldague

Dominique Maldague is a Research Fellow in the Department of Mathematics at the Massachusetts Institute of Technology (MIT), specializing in harmonic analysis and the Fourier transform. Her recent work focuses on decoupling and restriction theory, building on foundational research in extremization of classical inequalities.

• Earned PhD from UC Berkeley in 2019 under advisor Mike Christ
• Former Pure Math Instructor at MIT (2019-2024)

Her interdisciplinary background includes classical ballet training at the Kirov Academy of Ballet and violin performance experiences, which she credits for shaping her unique approach to mathematics.

Maldague's research explores the intersection of harmonic analysis, mathematical inequalities, and restriction theory, with implications for broader theoretical frameworks in pure mathematics.

• Recipient of prestigious Simons Postdoctoral Fellowship