Recent Advances in Harmonic Analysis and Applications

In Honor of Konstantin Oskolkov

ISBN: 978-1-4614-4564-7 (Print) 978-1-4614-4565-4 (Online)

Table of contents (30 chapters)

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  1. Front Matter

    Pages i-xi

  2. Konstantin Oskolkov

    1. Front Matter

      Pages 1-1

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      Book Chapter

      Pages 3-21

      On the Scientific Work of Konstantin Ilyich Oskolkov

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      Pages 23-25

      K. I. Oskolkov

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      Pages 27-29

      My First Meetings with Konstantin Oskolkov

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      Pages 31-33

      Meetings with Kostya Oskolkov

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      Pages 35-37

      Konstantin Ilyich Oskolkov, Friend and Colleague

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      Pages 39-41

      The Activity of K. I. Oskolkov in Nonlinear Approximation of Functions

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      Pages 43-46

      How Young We Were

  3. Contributed Papers

    1. Front Matter

      Pages 47-47

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      Book Chapter

      Pages 49-61

      A Survey of Multidimensional Generalizations of Cantor’s Uniqueness Theorem for Trigonometric Series

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      Pages 63-77

      The L 2 Discrepancy of Two-Dimensional Lattices

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      Pages 79-91

      On Fourier Multipliers Over Tube Domains

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      Pages 93-103

      Multiparameter Projection Theorems with Applications to Sums-Products and Finite Point Configurations in the Euclidean Setting

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      Pages 105-130

      Riesz Potentials, Bessel Potentials, and Fractional Derivatives on Besov-Lipschitz Spaces for the Gaussian Measure

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      Pages 131-138

      Maximal Operators Associated to Sets of Directions of Hausdorff and Minkowski Dimension Zero

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      Pages 139-160

      Distance Graphs in Vector Spaces Over Finite Fields

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      Pages 161-169

      Remarks on Extremals in Minimal Support Inequalities

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      Pages 171-179

      On Fubini Type Property in Lorentz Spaces

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      Pages 181-196

      Some Applications of Equimeasurable Rearrangements

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      Pages 197-223

      Maximal Functions Measuring Smoothness

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      Pages 225-234

      Estimates for the Exceptional Lebesgue Sets of Functions from Sobolev Classes

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      Book Chapter

      Pages 235-242

      On the A 2 Inequality for Calderón–Zygmund Operators

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