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Functional Equations and Inequalities with Applications [2009]

1
Basic Equations: Cauchy and Pexider Equations
2
Matrix Equations
3
Trigonometric Functional Equations
4
Quadratic Functional Equations
5
Characterization of Inner Product Spaces
6
Stability
7
Characterization of Polynomials
8
Nondifferentiable Functions
9
Characterization of Groups, Loops, and Closure Conditions
10
Functional Equations from Information Theory
11
Abel Equations and Generalizations
12
Regularity Conditions—Christensen Measurability
13
Difference Equations
14
Characterization of Special Functions
15
Miscellaneous Equations
16
General Inequalities
17
Applications
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