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Topics in classical and modern analysis : in memory of Yingkang Hu

Author: Martha L AbellEmil IacobAlexander M StokolosSharon E TaylorSergey TikhonovAll authors
Publisher: Cham : Birkhäuser, 2019.
Series: Applied and numerical harmonic analysis.
Edition/Format:   eBook : Document : EnglishView all editions and formats
Summary:

Different aspects of harmonic analysis, complex analysis, sampling theory, approximation theory and related topics are covered in this volume.

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Genre/Form: Electronic books
Additional Physical Format: Print version:
Abell, Martha.
Topics in Classical and Modern Analysis : In Memory of Yingkang Hu.
Cham : Springer International Publishing AG, ©2019
Material Type: Document, Internet resource
Document Type: Internet Resource, Computer File
All Authors / Contributors: Martha L Abell; Emil Iacob; Alexander M Stokolos; Sharon E Taylor; Sergey Tikhonov; Jiehua Zhu
ISBN: 9783030122775 3030122778
OCLC Number: 1125113344
Description: 1 online resource (384 pages)
Contents: Part I Yingkang: Remembering Professor Yingkang Hu.- Remembrances.- On Some Properties of Moduli of Smoothness with JacobiWeights.- Part II Approximation Theory, Harmonic and Complex Analysis, Splines and Classical Fourier Theory.- Special Difference Operators and the Constants in the Classical Jackson-Type Theorems.- Comparison Theorems for Completely and Multiply Monotone Functions and Their Applications.- Concerning Exponential Bases on Multi-Rectangles of Rd.- Hankel Transforms of General Monotone Functions.- Univalence of a Certain Quartic Function.- Finding, Stabilizing, and Verifying Cycles of Nonlinear Dynamical Systems.- Finding Orbits of Functions Using Suffridge Polynomials.- The Sharp Remez-Type Inequality for Even Trigonometric Polynomials on the Period.- The Lebesgue Constants of Fourier Partial Sums.- Liouville-Weyl Derivatives of Double Trigonometric Series.- Inequalities in Approximation Theory Involving Fractional Smoothness in Lp, 0 < p < 1.- On de Boor-Fix Type Functionals for Minimal Splines.- A Multidimensional Hardy-Littlewood Theorem.- The Spurious Side of DiagonalMultipoint Pade Approximants.- Spline Summability of Cardinal Sine Series and the Bernstein Class.- Integral Identities for Polyanalytic Functions.- Pointwise Behavior of Christoffel Function on Planar Convex Domains.- Towards Best Approximations for |x| .- Fixed Volume Discrepancy in the Periodic Case.- Approximation by Trigonometric Polynomials in Stechkin Majorant Spaces.- On Multivariate Sampling of a Class of Integral Transforms.- Applied and Numerical Harmonic Analysis (94 volumes).
Series Title: Applied and numerical harmonic analysis.
Responsibility: Martha Abell, Emil Iacob, Alex Stokolos, Sharon Taylor, Sergey Tokhonov, Jiehua Zhu, editors.

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