Selected Research Talks

  • July 3, 2026
    The conformal limit for Nakajima quiver varietiesThird Congress of Greek Mathematicians, Geometry and Topology SessionAthens, Greece
  • March 19, 2026
    A conformal limit construction for Nakajima quiver varietiesMath–Physics Joint SeminarUniversity of Pennsylvania
  • November 7, 2025
    Geometry at infinity of quiver varietiesTopology, Algebraic Geometry, and Dynamics SeminarGeorge Mason University
  • October 22, 2025
    Asymptotic geometry at infinity of quiver varietiesModern Musings on MonopolesSimons Center for Geometry and Physics, Stony Brook University
  • July 2, 2025
    Local degeneration of the moduli space of complex flat connectionsHiggs Bundles and Harmonic MapsUniversity of Kiel
  • April 29, 2025
    On a conjecture of SimpsonMath–Physics Joint SeminarUniversity of Pennsylvania
  • November 29, 2024
    On a conjecture of SimpsonCIRGET SeminarUniversité du Québec à Montréal
  • May 13–17, 2024
    Asymptotic geometry of Nakajima quiver varietiesAnalysis of Geometric SingularitiesCentre de recherches mathématiquesMontréal
  • April 16, 2024
    On a conjecture of SimpsonAdvances in Higgs BundlesBrin Mathematics Research Center, University of Maryland
  • April 5, 2024
    The moduli space of solutions to the extended Bogomolny equations on Σ×R+\Sigma \times \mathbb{R}_{+}Geometry–Topology SeminarUniversity of California, Riverside
  • January 25, 2024
    The moduli space of solutions to the dimensionally reduced Kapustin–Witten equations on Σ×R+\Sigma \times \mathbb{R}_{+}Geometry & Topology SeminarUniversity of Waterloo
  • April 10, 2023
    BAA branes on the Hitchin moduli space from solutions to the extended Bogomolny equationsJoint Geometry–Topology and Informal Geometric Analysis SeminarUniversity of Maryland
  • March 17, 2023
    BAA branes on the Hitchin moduli space from solutions to the extended Bogomolny equationsCIRGET SeminarUniversité du Québec à Montréal
  • September 27, 2022
    Simons Laufer Mathematical Sciences Institute (SLMath)Berkeley