Decay of the Fourier Transform

Alex Iosevich () and Elijah Liflyand ()
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Alex Iosevich: University of Rochester, Department of Mathematics
Elijah Liflyand: Bar-Ilan University, Department of Mathematics

in Springer Books from Springer

Date: 2014
Edition: 2014
ISBN: 978-3-0348-0625-1
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Chapters in this book:

Ch Chapter 0 Introduction

Alex Iosevich and Elijah Liflyand

Ch Chapter 1 Basic Properties of the Fourier Transform

Alex Iosevich and Elijah Liflyand

Ch Chapter 2 Oscillatory Integrals

Alex Iosevich and Elijah Liflyand

Ch Chapter 3 The Fourier Transform of Convex and Oscillating Functions

Alex Iosevich and Elijah Liflyand

Ch Chapter 4 The Fourier Transform of a Radial Function

Alex Iosevich and Elijah Liflyand

Ch Chapter 5 L 2-average Decay of the Fourier Transform of a Characteristic Function of a Convex Set

Alex Iosevich and Elijah Liflyand

Ch Chapter 6 L 1-average Decay of the Fourier Transform of a Characteristic Function of a Convex Set

Alex Iosevich and Elijah Liflyand

Ch Chapter 7 Geometry of the Gauss Map and Lattice Points in Convex Domains

Alex Iosevich and Elijah Liflyand

Ch Chapter 8 Average Decay Estimates for Fourier Transforms of Measures Supported on Curves

Alex Iosevich and Elijah Liflyand

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DOI: 10.1007/978-3-0348-0625-1

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