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Functional Equations: History, Applications and Theory

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Cover of 'Functional Equations: History, Applications and Theory'

Table of Contents

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    Book Overview
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    Chapter 1 On history, applications and theory of functional equations
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    Chapter 2 The esthetics and usefulness of functional equations
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    Chapter 3 On the historical role of functional equations
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    Chapter 4 Functional equation methods applied to economic problems: some examples
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    Chapter 5 On multiple uses of some classical equations
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    Chapter 6 On some unexpected theoretical and practical applications of functional equations
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    Chapter 7 Functional equations on groupoids and related structures
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    Chapter 8 Some recent applications of functional equations
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    Chapter 9 Groupoids with Δ-kernels
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    Chapter 10 The regularity of solutions of functional equations and hypoellipticity
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    Chapter 11 An improvement of the Nevanlinna-Pólya theorem
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    Chapter 12 On polynomials in additive and multiplicative functions
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    Chapter 13 Truncations of distribution functions
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    Chapter 14 Kurepa’s functional equation on Gaussian semigroups
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    Chapter 15 Some recent results on information measures, a new generalization and some ‘real life’ interpretations of the ‘old’ and new measures
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    Chapter 16 On a characterization of the Shannon concentration measure
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    Chapter 17 Closed invariant curves of a noncontinuously dififerentiable recurrence
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    Chapter 18 Invariant curves as solutions of functional equations
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    Chapter 19 The cycle theorem for flows
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Title
Functional Equations: History, Applications and Theory
Published by
Springer Netherlands, December 2012
DOI 10.1007/978-94-009-6320-7
ISBNs
978-1-4020-0329-5, 978-9-40-096320-7
Authors

Aczél, J.