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1
Introduction
2
Motivations
3
Inequalities
4
Isoparametric Inequality
5
History of the Problem
6
Why conjugate
7
P integrable
8
P between 1 and infinity
9
David Hilbert
10
Mary Cartwright
11
Marshall
12
Proofs
13
Discrete Singular Integral
14
Sharp Inequalities
15
Applications
16
Stochastic Integrals
17
Exponential sums
18
Operators on lattice
19
Numerical approximations
20
Questions
Description:
Explore sharp inequalities in probability and harmonic analysis through this 59-minute AMS Invited Address given by Rodrigo Bañuelos from Purdue University at the 2023 Joint Mathematics Meetings. Delve into motivations, isoparametric inequality, and the historical context of the problem, including contributions from David Hilbert and Mary Cartwright. Examine proofs involving discrete singular integrals and discover applications in stochastic integrals, exponential sums, operators on lattices, and numerical approximations. Gain insights into p-integrability and conjugate functions, and engage with thought-provoking questions in this comprehensive mathematical exploration.

Sharp Inequalities in Probability and Harmonic Analysis

Joint Mathematics Meetings
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