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Davesh Maulik works in algebraic geometry with interests concerning moduli spaces of geometric objects, such as algebraic curves and sheaves. His research addresses questions related to their structure and often requires developing and exploiting connections with fields like mathematical physics, symplectic geometry, and representation theory. Maulik is recognized as one of the leading mathematicians in algebraic geometry, noted for computing Donaldson-Thomas invariants and providing partial solutions to the long-standing Tate conjecture. He also has made significant contributions to the study of Hilbert Schemes and knot invariants. Maulik completed his doctoral work at Princeton University in 2007 under the supervision of Rahul Pandharipande. That same year, he received a five-year research fellowship from the Clay Mathematics Institute and took postdoctoral appointments at Columbia University and MIT. In 2011, he joined the faculty at Columbia as an associate professor with tenure. Notably, in 2009, he received the Compositio Mathematica Prize, awarded for an outstanding research publication, and was an invited speaker at the International Congress of Mathematicians in Korea in 2014. Maulik joined the MIT Mathematics Faculty in July 2015 and became the Levinson Professor of Mathematics in July 2024.