Operator Theory and Harmonic Analysis

Chapter 1 Weighted Hadamard–Bergman Convolution Operators

Chapter 2 On Initial Extensions of Mappings

Chapter 3 On Multidimensional Integral Operators with Homogeneous Kernels in Classes with Asymptotics

Chapter 4 A Dirichlet Problem for Non-elliptic Equations and Chebyshev Polynomials

Chapter 5 Martingale Hardy-Amalgam Spaces: Atomic Decompositions and Duality

Chapter 6 Robust Estimation of European and Asian Options

Chapter 7 On Reflexivity and Other Geometric Properties of Morrey Spaces

Chapter 8 Justification of the Averaging Method for a System with Multipoint Boundary Value Conditions

Chapter 9 Spanne-Guliyev Type Characterization for Fractional Integral Operator and Its Commutators in Generalized Orlicz–Morrey Spaces on Spaces of Homogeneous Type

Chapter 10 Spanne Type Characterization of Parabolic Fractional Maximal Function and Its Commutators in Parabolic Generalized Orlicz–Morrey Spaces

Chapter 11 Eigenvalues of Tridiagonal Hermitian Toeplitz Matrices with Perturbations in the Off-diagonal Corners

Chapter 12 Some Properties of the Kernel of a Transmutation Operator

Chapter 13 On a Riemann Boundary Value Problem with Infinite Index in the Half-plane

Chapter 14 Repeated Distances and Dot Products in Finite Fields

Chapter 15 Banach Spaces of Functions Delta-Subharmonic in the Unit Disc

Chapter 16 Banach Spaces of Functions Delta-Subharmonic in the Half-Plane

Chapter 17 Weighted Estimates Containing Quasilinear Operators

Chapter 18 A Neumann Series of Bessel Functions Representation for Solutions of the Radial Dirac System

Chapter 19 Some Algebraic Aspects of Boolean Valued Analysis

Chapter 20 Some Questions Related to Extended Eigenvalues and Extended Eigenoperators

Chapter 21 Summability to the Hilbert Transform

Chapter 22 Applying Wavelet Transforms as a Solution for Convolution Type Equations

Chapter 23 Boundary Behaviour of Partial Derivatives for Solutions to Certain Laplacian-Gradient Inequalities and Spatial QC Maps

Chapter 24 Is Every Nontrivial Hausdorff Operator on Lebesgue Space a Non-Riesz Operator?

Chapter 25 Homogenization, Drift, Stabilization and Destabilization for the Patlak-Keller-Segel Systems Driven by the Indirect Taxis and the Short-Wavelength External Signals

Chapter 26 Nontangential Summability of Fourier Series

Chapter 27 On Some Fast Implementations of Fourier Interpolation

Chapter 28 Boundary Value Problems for 3D-Dirac Operators and MIT Bag Model

Chapter 29 A Refinement of the Adams Theorem on the Riesz Potential

Chapter 30 Inversion of the Weighted Spherical Mean

Chapter 31 On Subadditivity for Subspace-Valued Maps

Chapter 32 Generalized Cauchy–Riemann Equations with Power-law Singularities in Coefficients of Lower Order

Chapter 33 Norms of Linear Functionals, Summability of Trigonometric Fourier Series and Wiener Algebras

Chapter 34 Unilateral Ball Potentials in Grand Lebesgue Spaces

Chapter 35 Lebesgue Means of Trigonometric Integrals and Their Rate of Convergence