activity
20072026
most citedNon Uniqueness of power-law flows

48 citations · 201 across the 22 of their papers we have counts for

collaborators

30 papers

math.CV2026

Sharp Higher Integrability Theory, Part I: The -norm of the Beurling--Ahlfors transform

Andrea Agazzi, Kari Astala, Giuseppe Bruno +18

We confirm a conjecture posed by T. Iwaniec in 1982: the norm of the Beurling--Ahlfors transform is if , and if .

math.SP2021

Spectral synthesis via moment functions on hypergroups

Żwilla Fechner, Eszter Gselmann, László Székelyhidi

In this paper we continue the discussion about relations between exponential polynomials and generalized moment generating functions on a commutative hypergroup. We are interested…

math.SP2021

Moment functions and exponential monomials on commutative hypergroups

Żywilla Fechner, Eszter Gselmann, László Székelyhidi

The purpose of this paper is to prove that if on a commutative hypergroup an exponential monomial has the property that the linear subspace of all sine functions in its variety is…

math.CA2020★ 8 cited

Moment functions on groups

Żywilla Fechner, Eszter Gselmann, László Székelyhidi

The main purpose of this work is to prove characterization theorems for generalized moment functions on groups. According one of the main results these are exponential polynomials…

math.AP2020★ 48 cited

Non Uniqueness of power-law flows

Jan Burczak, Stefano Modena, László Székelyhidi

We apply the technique of convex integration to obtain non-uniqueness and existence results for power-law fluids, in dimension . For the power index below the compactne…

math.AP2020

Mixing solutions for the Muskat problem with variable speed

Florent Noisette, László Székelyhidi

We provide a quick proof of the existence of mixing weak solutions for the Muskat problem with variable mixing speed. Our proof is considerably shorter and extends previous results…