Recent Advances in Harmonic Analysis and Applications

Table of Contents

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   Book Overview
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   Chapter 1 On the Scientific Work of Konstantin Ilyich Oskolkov
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   Chapter 2 K. I. Oskolkov
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   Chapter 3 My First Meetings with Konstantin Oskolkov
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   Chapter 4 Meetings with Kostya Oskolkov
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   Chapter 5 Konstantin Ilyich Oskolkov, Friend and Colleague
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   Chapter 6 The Activity of K. I. Oskolkov in Nonlinear Approximation of Functions
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   Chapter 7 How Young We Were
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   Chapter 8 A Survey of Multidimensional Generalizations of Cantor’s Uniqueness Theorem for Trigonometric Series
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    Chapter 9 The L 2 Discrepancy of Two-Dimensional Lattices
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    Chapter 10 On Fourier Multipliers Over Tube Domains
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    Chapter 11 Multiparameter Projection Theorems with Applications to Sums-Products and Finite Point Configurations in the Euclidean Setting
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    Chapter 12 Riesz Potentials, Bessel Potentials, and Fractional Derivatives on Besov-Lipschitz Spaces for the Gaussian Measure
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    Chapter 13 Maximal Operators Associated to Sets of Directions of Hausdorff and Minkowski Dimension Zero
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    Chapter 14 Distance Graphs in Vector Spaces Over Finite Fields
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    Chapter 15 Remarks on Extremals in Minimal Support Inequalities
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    Chapter 16 On Fubini Type Property in Lorentz Spaces
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    Chapter 17 Some Applications of Equimeasurable Rearrangements
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    Chapter 18 Maximal Functions Measuring Smoothness
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    Chapter 19 Estimates for the Exceptional Lebesgue Sets of Functions from Sobolev Classes
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    Chapter 20 On the A 2 Inequality for Calderón–Zygmund Operators
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    Chapter 21 Quest for Negative Dependency Graphs
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    Chapter 22 A Quantitative Open Mapping Theorem for Quasi-Pseudonormed Groups
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    Chapter 23 The Buckley Dyadic Square Function
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    Chapter 24 L ∞ -Bounds for the L 2 -Projection onto Linear Spline Spaces
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    Chapter 25 Fast Implementation of ℓ 1 -Greedy Algorithm
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    Chapter 26 Harmonic Analysis and Uniqueness Questions in Convex Geometry
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    Chapter 27 Moduli of Smoothness and Rate of a.e. Convergence for Some Convolution Operators
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    Chapter 28 On the Littlewood–Paley Inequalities for Subharmonic Functions on Domains in $${\mathbb{R}}^{n}$$
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    Chapter 29 The Path to Λ -Bounded variation
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    Chapter 30 Stability and Robustness of Weak Orthogonal Matching Pursuits