Marco Robalo

Marco Robalo is an Associate Professor at Sorbonne University, affiliated with the Institute of Mathematics of Jussieu-Paris Rive Gauche. His research bridges Derived Algebraic Geometry, Homotopy Theory, and Noncommutative Geometry, with a focus on Donaldson-Thomas invariants, Gromov-Witten theory, and Motives.

• Education
  • Habilitation thesis (2024): Applications of derived algebraic geometry in enumerative geometry and invariants of singularities
  • PhD Thesis (2014): Theorie Homotopique Motivique des Espaces non-commutatifs, supervised by Bertrand Toën, University of Montpellier

His work explores the intersection of Higher Categories and Enumerative Algebraic Geometry, often collaborating with researchers like Benjamin Hennion, Julian Holstein, and Etienne Mann. Recent publications include advancements in HKR isomorphisms and Donaldson-Thomas type invariants.

Marco Robalo actively contributes to pedagogy, teaching courses such as Mathematical Reasoning, Linear Algebra, and advanced topics like Homotopy Theory at Sorbonne University. His educational materials include detailed notes on Derived Geometry and Infinity Categories.