
Explore corona rigidity in operator theory, examining extensions of Weyl-von Neumann theorem and its implications for C*-algebras, Calkin algebra, and isomorphisms of quotients.

Explorez les asymptotiques de Weyl pour les valeurs propres de Poincaré-Steklov dans un domaine à frontière lipschitzienne, avec une approche basée sur l'approximation par des problèmes réguliers.

Explorez les partitions minimales spectrales des graphes métriques, leurs liens avec la théorie spectrale et les coupures de Cheeger, et découvrez de nouveaux résultats sur les graphes non bornés et les conditions de Robin.

Explore Eisenstein series in a concise, self-contained overview, gaining insights into this mathematical concept and its applications.

Explore Sobolev, Besov, and Triebel-Lizorkin spaces on quantum tori, examining their properties and applications in pseudo-differential theory and noncommutative geometry.

Explore the David-Semmes problem, its solution in codimension one, and its impact on harmonic measure problems. Gain insights into Riesz transforms and n-rectifiability.

Explore quantitative stability of Sobolev inequalities, focusing on Struwe's decomposition and recent advancements in dimensional-dependent estimates for multiple bubbles in various dimensions.

Explorez la méthode de transformation de jauge et son application aux problèmes spectraux périodiques et ergodiques avec Jeffrey Galkowski.

Explorez la m éthode de transformation de jauge et ses applications dans les problèmes spectraux périodiques et ergodiques avec Jeffrey Galkowski de l'University College London.

Explore advanced mathematical concepts in periodic and ergodic spectral problems, focusing on the Gauge transform method.

Explore optimal estimates for Neumann eigenvalues, including award-winning research on maximizing second eigenvalues and recent findings on convex set bounds.

Explore recent advancements in classifying simple separable amenable C*-algebras, focusing on Villadsen algebras and their unique properties beyond Jiang-Su absorption.

Explore techniques in quantitative operator theory to estimate filling radius, connecting positive scalar curvature and asymptotic dimension in large-scale geometry.

Explore connections between harmonic analysis and Calderón-Zygmund theory in the 1950s, focusing on groundbreaking developments and their lasting impact.

Explore connections between harmonic analysis and Calderón-Zygmund theory in the 1950s, focusing on groundbreaking developments and their lasting impact.

Explore connections between harmonic analysis and Calderón-Zygmund theory in the 1950s, focusing on key developments and their impact on modern mathematics.

Explore connections between harmonic analysis and Calderón-Zygmund theory in the 1950s, focusing on groundbreaking developments and their lasting impact on mathematics.

Explore advanced techniques for establishing uniform bounds in multilinear singular integrals, building on previous discussions and delving into complex mathematical concepts.

Explore advanced mathematical concepts in multilinear singular integrals, focusing on uniform bounds and their applications in complex analysis and harmonic analysis.

Explore advanced techniques for establishing uniform bounds on multilinear singular integrals, building upon previous concepts and delving into complex mathematical analysis.

Explore uniform bounds for multilinear singular integrals with Olli Saari, delving into advanced mathematical concepts and their applications in analysis.