Harmonic Analysis and PDE’s Summer School
to June 18, 2026
Venue: Centre de Recerca Matemàtica (CRM)
Room: Auditorium
*Early registration (200€) deadline 01/05/2026 included
*Late registration (350€) deadline 01/06/2026 included
Grants for accommodation and registration available (choose the relevant option in the registration process) deadline to apply April, 6.
REGISTRATION FEE
Registration includes: Coffee breaks
SCHEDULE
REGISTRATION
Introduction
This summer school aims to study problems related to questions of singular integrals in a wide sense, fluid mechanics and other active scalar equations, as well as problems of anisotropic interaction energy minimizers. These energy minimizer questions come from materials science and biological populations.
lecturers
Zineb Hassainia
Universidad de Granada
Tarek M. Elgindi
Duke University
On the
conjecture
Andrei Lerner
Bar-Ilan University
Abstract
Carmelo Puliatti
Universitat Autònoma de Barcelona
invited speakers
Carlos Pérez
Basque Center for Applied Mathematics
ORGANISING committee
Joan Mateu Bennassar | Universitat Autònoma de Barcelona
Juan Carlos Cantero Guardeño | Universitat Autònoma de Barcelona
Joan Orobitg Huguet | Universitat Autònoma de Barcelona
Joan Verdera | Universitat Autònoma de Barcelona
SCHEDULE
LIST OF PARTICIPANTS
| Name | Institution |
|---|---|
| Alec Melenchon | UOC |
| Haotian Xiao | University of Sussex |
| Miquel Saucedo | Centre de Recerca Matemàtica |
Accommodation and registration grants
- Application deadline for grants is 06/04/2026
- Resolutions will be sent by 15/04/2026
registration
Registration deadline: 01/06/2026
CRM User Account Creation
After creating your CRM user account, you can log in on the activity webpage to complete your registration, or by clicking the button and then selecting ‘Sign in’.
REGISTER
INVOICE/PAYMENT INFORMATION
IF YOUR INSTITUTION COVERS YOUR REGISTRATION FEE: Please note that, in case your institution is paying for the registration via bank transfer, you will have to indicate your institution details and choose “Transfer” as the payment method at the end of the process.
UPF | UB | UPC | UAB
*If the paying institution is the UPF / UB/ UPC / UAB, after registering, please send an email to comptabilitat@crm.cat with your name and the institution internal reference number that we will need to issue the electronic invoice. Please, send us the Project code covering the registration if needed.
Paying by credit card
IF YOU PAY VIA CREDIT CARD but you need to provide the invoice to your institution to be reimbursed, please note that we will also need you to send an email to comptabilitat@crm.cat providing the internal reference number given by your institution and the code of the Project covering the registration (if necessary).
LODGING INFORMATION
ON-CAMPUS AND BELLATERRA
BARCELONA AND OFF-CAMPUS
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For inquiries about this event please contact the Scientific Events Coordinator Ms. Núria Hernández at nhernandez@crm.cat
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CRM Events code of conduct
All activities organized by the CRM are required to comply with the following Code of Conduct.
CRM Code of Conduct
scam warning
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Sustainable Events
We are committed to organising sustainable events that minimise environmental impact and create a positive legacy for the host community. We support organisers in designing events aligned with the UN 2030 Sustainable Development Goals, reducing negative environmental impacts and promoting responsible practices.
All materials provided during our activities are responsibly sourced, including recycled pens and plastic-free badges. We work with responsible suppliers, and our catering partners use fully compostable materials while offering vegetarian and vegan options, with at least one event day being fully vegetarian.
In 1980, B. Muckenhoupt conjectured that the weighted
inequality connecting the Hilbert transform and the Hardy-Littlewood maximal operator holds if and only if the weight w satisfies the so-called
condition. Very recently, in joint work with F. Nazarov and S. Ombrosi, we gave a positive answer to this conjecture. In this minicourse, I plan to give an overview of the proof of this result and to explain several of the main ideas and technical ingredients behind it.
