11-12 (ET) / 10-11 (CT)

Irina Holmes
Introduction to Analysis on the Hamming Cube

11-12 (ET) / 10-11 (CT)

Sasha Volberg
Enflo Type vs. Rademacher Type

11-12 (ET) / 10-11 (CT)

Irina Holmes
Introduction to Bellman Functions (2)

11-12 (ET) / 10-11 (CT)

Sasha Volberg
Riesz Transforms on the Hamming Cube Using Quantum Random Variables (1)

2-3 (ET) / 1-2 (CT)

Sasha Volberg
Poincaré Inequality on the Hamming Cube

2-3 (ET) / 1-2 (CT)

Paata Ivanisvili
Applications of Hypercontractivity: Old and New

2-3 (ET) / 1-2 (CT)

Sasha Volberg
Riesz Transforms on the Hamming Cube Using Bellman Functions

2-3 (ET) / 1-2 (CT)

Sasha Volberg
Riesz Transforms on the Hamming Cube Using Quantum Random Variables (2)

3:30-4:30 (ET) / 2:30-3:30 (CT)

Paata Ivanisvili
Complex Hypercontractivity and Two-Point Inequalities

3:30-4:30 (ET) / 2:30-3:30 (CT)

Irina Holmes
Introduction to Bellman Functions (1)

3:30-4:30 (ET) / 2:30-3:30 (CT)

Paata Ivanisvili
Polynomial Inequalities on Hypercube

3:30-4:30 (ET) / 2:30-3:30 (CT)

Paata Ivanisvili
Exponential Integrability via Heat Flow Arguments: Hamming Cube vs. Gauss Space

4:30-5 (ET) / 3:30-4 (CT)

Sasha Volberg and Paata Ivanisvili
Open Questions Session