#### Event Types

#### Location

### Colloquium Series Seminar

#### Spring lectures in algebraic geometry: Tame geometry and Hodge theory

Hodge theory, as developed by Deligne and Griffiths, is the main tool for analyzing the geometry and arithmetic of complex algebraic...

### Algebraic Geometry Seminar

#### Spring lectures in algebraic geometry I: Tame geometry and Hodge theory

Hodge theory, as developed by Deligne and Griffiths, is the main tool for analyzing the geometry and arithmetic of complex algebraic...

### Algebraic Geometry Seminar

#### Spring lectures in algebraic geometry II: Tame geometry and algebraization results

I will discuss how tame geometry can be used to prove algebraization results, either starting from diophantine informations (Pila-Wilkie...

### Algebraic Geometry Seminar

#### Spring lectures in algebraic geometry III: Tameness of period maps and applications

I will sketch the proof that period maps associated to variations of pure Hodge structures on complex quasi-projective varieties are tame (a...

### Algebraic Geometry Seminar

#### Spring lectures in algebraic geometry IV: Tame geometry and functional transcendence

Many problems concerning periods are related to numerical and functional transcendence questions. I will explain Ax-Schanuel type results...

### Financial/Actuarial Mathematics Seminar

#### Van Eenam Lecture II

Speaker(s): Huyen Pham (Universite Paris Diderot)

### Financial/Actuarial Mathematics Seminar

#### Van Eenam Lecture III

Speaker(s): Huyen Pham (Universite Paris Diderot)

### Differential Equations Seminar

#### Nonlinear asymptotic stability in two dimensional incompressible Euler equations

Stability of coherent structures in two dimensional Euler equations, such as shear flows and vortices, is an important problem and a...