Topics in Mathematical Analysis and Applications

Table of Contents

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   Book Overview
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   Chapter 1 Simple Proofs of Some Bernstein–Mordell Type Inequalities
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   Chapter 2 Hilbert-Type Inequalities Including Some Operators, the Best Possible Constants and Applications: A Survey
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   Chapter 3 A Fixed Point Approach to Stability of the Quadratic Equation
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   Chapter 4 Aspects of Global Analysis of Circle-Valued Mappings
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   Chapter 5 A Remark on Some Simultaneous Functional Inequalities in Riesz Spaces
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   Chapter 6 Elliptic Problems on the Sierpinski Gasket
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   Chapter 7 Initial Value Problems in Linear Integral Operator Equations
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   Chapter 8 Extension Operators that Preserve Geometric and Analytic Properties of Biholomorphic Mappings
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    Chapter 9 Normal Cones and Thompson Metric
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    Chapter 10 Functional Operators and Approximate Solutions of Functional Equations
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    Chapter 11 Markov-Type Inequalities with Applications in Multivariate Approximation Theory
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    Chapter 12 The Number of Prime Factors Function on Shifted Primes and Normal Numbers
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    Chapter 13 Imbedding Inequalities for Composition of Green’s and Potential Operators
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    Chapter 14 On Approximation Properties of q -King Operators
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    Chapter 15 Certain Szász-Mirakyan-Beta Operators
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    Chapter 16 Extremal Problems and g -Loewner Chains in ℂ n $$\mathbb{C}^{n}$$ and Reflexive Complex Banach Spaces
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    Chapter 17 Different Durrmeyer Variants of Baskakov Operators
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    Chapter 18 Hypergeometric Representation of Certain Summation–Integral Operators
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    Chapter 19 On a Hybrid Fourth Moment Involving the Riemann Zeta-Function
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    Chapter 20 On the Invertibility of Some Elliptic Operators on Manifolds with Boundary and Cylindrical Ends
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    Chapter 21 Meaned Spaces and a General Duality Principle
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    Chapter 22 An AQCQ-Functional Equation in Matrix Random Normed Spaces
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    Chapter 23 A Planar Location-Allocation Problem with Waiting Time Costs
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    Chapter 24 The Stability of an Affine Type Functional Equation with the Fixed Point Alternative
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    Chapter 25 On Some Integral Operators
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    Chapter 26 Integer Points in Large Bodies
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    Chapter 27 On the Orderability Problem and the Interval Topology
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    Chapter 28 A Class of Functional-Integral Equations with Applications to a Bilocal Problem
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    Chapter 29 Hyperbolic Wavelets
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    Chapter 30 One Hundred Years Uniform Distribution Modulo One and Recent Applications to Riemann’s Zeta-Function
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    Chapter 31 On the Energy of Graphs
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    Chapter 32 Implicit Contractive Maps in Ordered Metric Spaces
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    Chapter 33 Higher Dimensional Continuous Wavelet Transform in Wiener Amalgam Spaces
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    Chapter 34 Multidimensional Hilbert-Type Integral Inequalities and Their Operators Expressions