D. Frey

发表

$L^p$ estimates for wave equations with specific $C^{0,1}$ coefficients

D. Frey, Pierre Portal, 2020, 2010.08326.

On well-posedness of parabolic equations of Navier-Stokes type with BMO^{-1}(\R^n) data

P. Auscher, D. Frey, 2014, 1412.8407.

Ju l 2 01 1 Paraproducts via H ∞-functional calculus

D. Frey, 2011 .

Delft University of Technology Conical square function estimates and functional calculi for perturbed Hodge-Dirac operators in L P

A. Mcintosh, D. Frey, Pierre Portal, 2016 .

A P ] 1 5 Ju l 2 01 4 GRADIENT ESTIMATES , POINCARÉ INEQUALITIES , DE GIORGI PROPERTY AND THEIR CONSEQUENCES

T. Coulhon, F. Bernicot, D. Frey, 2014 .

Pseudodifferential Operators Associated with a Semigroup of Operators

F. Bernicot, D. Frey, 2013, Journal of Fourier Analysis and Applications.

Riesz transforms through reverse Hölder and Poincaré inequalities

F. Bernicot, D. Frey, 2016, Mathematische Zeitschrift.

Conical square function estimates and functional calculi for perturbed Hodge-Dirac operators in LP

A. Mcintosh, D. Frey, Pierre Portal, 2018, Journal d'Analyse Mathématique.

Sobolev Algebras Through a ‘Carré Du Champ’ Identity

F. Bernicot, D. Frey, 2016, Proceedings of the Edinburgh Mathematical Society.

Weak and Strong Type \documentclass[12pt]{minimal} \usepackage{amsmath} \usepackage{wasysym} \usepackage{amsfonts} \usepackage{amssymb} \usepackage{amsbsy} \usepackage{mathrsfs} \usepackage{upgreek} \setlength{\oddsidemargin}{-69pt} \begin{document}$$A_1$$\end{document}A1–\documentclass[12pt]{minima

D. Frey, B. Nieraeth, 2017, Journal of geometric analysis.

Conical square function estimates and functional calculi for perturbed Hodge-Dirac operators in LP

A. Mcintosh, D. Frey, Pierre Portal, 2014, 1407.4774.

Sharp weighted norm estimates beyond Calderón–Zygmund theory

F. Bernicot, D. Frey, S. Petermichl, 2015, 1510.00973.

Weak and Strong Type A 1 –A ∞ Estimates for Sparsely Dominated Operators

D. Frey, B. Nieraeth, 2018 .

A ug 2 02 1 WEAK AND STRONG TYPE A 1 – A ∞ ESTIMATES FOR SPARSELY DOMINATED OPERATORS

D. Frey, Z. Nieraeth, 2018 .

Pseudodifferential Operators Associated with a Semigroup of Operators

F. Bernicot, D. Frey, 2012, 1212.2349.

Sobolev algebras through heat kernel estimates

T. Coulhon, F. Bernicot, D. Frey, 2015, 1505.01442.

A $$T(1)$$-Theorem for non-integral operators

P. Kunstmann, D. Frey, 2011, 1107.4347.

ON THE WELL-POSEDNESS OF PARABOLIC EQUATIONS OF NAVIER–STOKES TYPE WITH $\mathit{BMO}^{-1}$ DATA

P. Auscher, D. Frey, 2015, Journal of the Institute of Mathematics of Jussieu.

A new proof for Koch and Tataru's result on the well-posedness of Navier-Stokes equations in $BMO^{-1}$

P. Auscher, D. Frey, 2013, 1310.3783.

Riesz transforms through reverse Hölder and Poincaré inequalities

F. Bernicot, D. Frey, 2015, 1503.02508.

Paraproducts via $H^\infty$-functional calculus

D. Frey, 2011, 1107.4348.

Higher order paracontrolled calculus and 3d-PAM equation

I. Bailleul, F. Bernicot, D. Frey, 2015 .

Strichartz estimates for equations with structured Lipschitz coefficients

D. Frey, R. Schippa, 2022, Journal of Evolution Equations.

Gaussian heat kernel bounds through elliptic Moser iteration

T. Coulhon, F. Bernicot, D. Frey, 2014, 1407.3906.

Gradient estimates, Poincaré inequalities, De Giorgi property and their consequences

T. Coulhon, F. Bernicot, D. Frey, 2014 .