ZUMA - Height theory, Arakelov geometry and Beilinson–Bloch heights

3.4

ZUMA - Introduction to intersection theory/Towards an intersection theory with quadratic forms

3.2

ZUMA - The Hasse Principle for Geometric Variational Problems: An Illustration via Area-minimizing Submanifolds

1.14

ZUMA - Categorification of Fixed Points/Symplectic Geometry of Degenerations

1.12

ZUMA - Schoen-Yau’s minimal slicing technique and its applications on the positive scalar curvature problem/Capillary minimal slicing and scalar curvature rigidity in dimension 4

1.6

ZUMA-几何与拓扑讨论班（2026）

每周一

ZUMA-数论与表示论讨论班（2026）

每周三

ZUMA - Higher Theta Functions Over Function Fields

12.31

ZUMA - Introduction to toric Calabi--Yau cones / An effective construction of asymptotically conical Calabi--Yau manifolds

12.29

ZUMA - Locally analytic completed cohomology of Hilbert modular varieties

12.25

ZUMA - Descent in Hamiltonian Floer theory/Local-to-global mirror symmetry: a new look at a classical example

12.22

ZUMA - A generalization of Elkies' theorem on infinitely many supersingular primes

12.17

ZUMA - Introduction to almost toric fibrations/Symplectic log Calabi-Yau divisors and almost toric fibrations

12.15

ZUMA - Slopes of L-invariants for modular forms

12.10