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Laba, Izabella - Department of Mathematics, University of British Columbia
Dedicated to the memory of Tom Wol# AN IMPROVED BOUND FOR THE MINKOWSKI DIMENSION
SOME PROPERTIES OF SPECTRAL MEASURES IZABELLA LABA AND YANG WANG
IZABELLA LABA Department of Mathematics
ARITHMETIC PROGRESSIONS IN SUMSETS AND -ALMOST-PERIODICITY
The Favard length of product Cantor sets Izabella Laba and Kelan Zhai
Incidence theorems for pseudoflats Izabella Laba and Jozsef Solymosi
Wolff's inequality for hypersurfaces Izabella Laba and Malabika Pramanik
Tiling and spectral properties of near-cubic Mihail N. Kolountzakis and Izabella Laba
Spectra of certain types of polynomials and tiling of integers with translates of finite sets
A local smoothing estimate in higher dimensions Izabella Laba and Thomas Wolff
FROM HARMONIC ANALYSIS TO ARITHMETIC COMBINATORICS
Maximal operators and differentiation theorems for sparse sets
Abstract. A Besicovitch set is a set which contains a unit line segment in any direction. It is known that the Minkowski and Hausdorff dimensions of
Arithmetic progressions in sets of fractional Izabella Laba and Malabika Pramanik
From harmonic analysis to arithmetic combinatorics: a brief survey
FALCONER'S DISTANCE SET CONJECTURE FOR POLYGONAL NORMS
The spectral set conjecture and multiplicative properties of roots of polynomials
AN X-RAY TRANSFORM ESTIMATE IN R n IZABELLA _LABA AND TERENCE TAO
Fuglede's conjecture for a union of two intervals I. _Laba *
ON SPECTRAL CANTOR MEASURES IZABELLA _LABA AND YANG WANG
A characterization of finite sets that tile the integers Andrew Granville, Izabella _Laba, and Yang Wang
On Sets of Integers Not Containing Long Arithmetic Progressions
Global existence and scattering for the nonlinear Schr"odinger equation on Schwarzschild manifolds
DISTANCE SETS OF WELL-DISTRIBUTED PLANAR SETS FOR POLYGONAL NORMS
Arithmetic structures in random sets Mariah Hamel and Izabella Laba
FROM HARMONIC ANALYSIS TO ARITHMETIC COMBINATORICS
Buffon's needle estimates for rational product Cantor sets
Buffon's needle estimates for rational product Cantor sets
Buffon's needle estimates and vanishing sums of roots of unity