50 Years with Hardy Spaces

Table of Contents

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   Book Overview
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   Chapter 1 Victor Petrovich Havin, A Life Devoted to Mathematics
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   Chapter 2 Mathematics as a Source of Certainty and Uncertainty
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   Chapter 3 Remembering Victor Petrovich Havin
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   Chapter 4 Interpolation by the Derivatives of Operator Lipschitz Functions
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   Chapter 5 Discrete Multichannel Scattering with Step-like Potential
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   Chapter 6 Note on the Resonance Method for the Riemann Zeta Function
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   Chapter 7 Spectra of Stationary Processes on $$\mathbb{Z}$$
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   Chapter 8 Index Formulas for Toeplitz Operators, Approximate Identities, and the Wolf–Havin Theorem
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    Chapter 9 Bounded Point Derivations on Certain Function Algebras
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    Chapter 10 Three Problems in Function Theory
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    Chapter 11 Various Sharp Estimates for Semi-discrete Riesz Transforms of the Second Order
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    Chapter 12 On the Maximum Principle for the Riesz Transform
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    Chapter 13 Submultiplicative Operators on C k -Spaces
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    Chapter 14 Isoperimetric Functional Inequalities via the Maximum Principle: The Exterior Differential Systems Approach
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    Chapter 15 Fundamental Groups, Slalom Curves and Extremal Length
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    Chapter 16 Sparse Bounds for Random Discrete Carleson Theorems
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    Chapter 17 Nodal Sets of Laplace Eigenfunctions: Estimates of the Hausdorff Measure in Dimensions Two and Three
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    Chapter 18 Differentiability of Solutions to the Neumann Problem with Low-regularity Data via Dynamical Systems
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    Chapter 19 A Function with Support of Finite Measure and “Small” Spectrum
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    Chapter 20 An Elementary Approach to Operator Lipschitz Type Estimates
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    Chapter 21 Spectral Gap Properties of the Unitary Groups: Around Rider’s Results on Non-commutative Sidon Sets
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    Chapter 22 Sublinear Equations and Schur’s Test for Integral Operators