September 28, 2017
1:50PM - 2:40PM
Math Building 100A
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2017-09-28 13:50:00
2017-09-28 14:40:00
Analysis and Operator Theory Seminar - Kyle Hambrook
Title: Fourier Decay of Singular Measures, Salem Sets, and Metric Diophantine ApproximationSpeaker: Kyle Hambrook (University of Rochester)Abstract: I will discuss my recent work on the construction of non-random singular measures having optimal Fourier decay rate relative to the Hausdorff dimension of the support of the measure. These constructions have interesting connections with metric Diophantine approximation.
Math Building 100A
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Date Range
Add to Calendar
2017-09-28 13:50:00
2017-09-28 14:40:00
Analysis and Operator Theory Seminar - Kyle Hambrook
Title: Fourier Decay of Singular Measures, Salem Sets, and Metric Diophantine ApproximationSpeaker: Kyle Hambrook (University of Rochester)Abstract: I will discuss my recent work on the construction of non-random singular measures having optimal Fourier decay rate relative to the Hausdorff dimension of the support of the measure. These constructions have interesting connections with metric Diophantine approximation.
Math Building 100A
Department of Mathematics
math@osu.edu
America/New_York
public
Title: Fourier Decay of Singular Measures, Salem Sets, and Metric Diophantine Approximation
Speaker: Kyle Hambrook (University of Rochester)
Abstract: I will discuss my recent work on the construction of non-random singular measures having optimal Fourier decay rate relative to the Hausdorff dimension of the support of the measure. These constructions have interesting connections with metric Diophantine approximation.
