ABSTRACT

Dedicated to the well-respected research mathematician Ambikeshwar Sharma, Frontiers in Interpolation and Approximation explores approximation theory, interpolation theory, and classical analysis.

Written by authoritative international mathematicians, this book presents many important results in classical analysis, wavelets, and interpolati

chapter 1|3 pages

Introduction

chapter 3|22 pages

n ≥ 3 and |ζ| > 1.36

chapter 1|17 pages

Introduction

chapter 3|8 pages

Measures of Smoothness Using Average Sf

part 8|1 pages

Strong Converse Inequalities

chapter 9|20 pages

Some Recent Relations

chapter 3|18 pages

Lemmas

chapter 1|8 pages

Introduction

chapter 4|14 pages

Asymptotic Optimality of Wavelets

part |2 pages

References

part 1|1 pages

Introduction: Orthogonal Projection, Polynomial Interpolation, and Hyperinterpolation

chapter 1|30 pages

1 Orthogonal projection onto P(

part 4|1 pages

Some Concluding Remarks

chapter |10 pages

References

chapter 4|6 pages

Proof of Theorem 2.3

chapter 2|8 pages

Basics

chapter 6|3 pages

An Application

chapter |7 pages

References

chapter 3|26 pages

Auxiliary Statements

chapter |44 pages

Lagrange Interpolation

chapter |49 pages

References

chapter 1|14 pages

1 Complex Case