Research Talks:
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Constructibility aspects of the cone conjecture.
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On the finiteness of log surfaces.
- May 2026: AGNES, Rutgers University (Problem Session).
- Jan 2026: AG Seminar, University of Illinois Chicago.
JHU Algebraic Geometry Seminar:
- Apr 2026: On L-equivalence for K3 surfaces and hyperkähler manifolds (following preprint).
- Oct 2025: Baily–Borel compactifications of period images and the b-semiampleness conjecture (following preprint).
- Mar 2025: Boundedness of elliptic Calabi–Yau threefolds (following preprint).
- Mar 2024: Moduli of boundary polarized Calabi–Yau pairs (following preprint).
- Nov 2022: Finiteness of log Calabi–Yau surfaces.
JHU Graduate Student Seminar:
- Sep 2025: What is a K3 surface?
- Apr 2025: Constructibility in Algebraic Geometry.
- Feb 2025: Rigidity of Algebraic Geometry.
- Feb 2024: Singularities of varieties.
- Dec 2023: Birational Geometry and Calabi–Yau varieties.
Other:
- Apr 2026: UIC. Towards a moduli space of Calabi–Yau varieties.
- Apr 2026: UIC. The b-semiampleness conjecture.
- Apr 2026: UIC. The Non-vanishing and Basepoint-free Theorems.
- Feb 2026: Northwestern. The Cone Conjecture, Calabi–Yau varieties and All That.
- Jul 2024: MIPT. Introduction to Birational Geometry (mini-course, 4 lectures).
- Dec 2023: JHU. Boundedness of log Calabi–Yau pairs of Fano type (following preprint).
- Jun 2023: MIPT. A cone conjecture for log Calabi–Yau surfaces (following preprint).
- Oct 2022: JHU. Goodwillie Calculus.
- Sep 2022: JHU. What is Birational Geometry?