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Functions and mappings

Table of contents

Types of functions

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Arithmetic functions

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Functions of space and time

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Gaussian function

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Generalized functions

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Inverse functions

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Theory of continuous functions

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Automorphic function

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Binary function

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Cauchy-continuous function

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Closed convex function

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Concave function

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Constructible function

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Convex function

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Fabius function

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Fractal curve

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Functional (mathematics)

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Integer-valued function

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K-convex function

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List of periodic functions

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Progressive function

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Proper convex function

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Pseudoconvex function

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Singular function

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Symmetrically continuous function

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Test functions for optimization

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Transfer function

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A-equivalence

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A Primer of Real Functions

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Anderson function

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Arithmetic function

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Bell-shaped function

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Biholomorphism

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Bijection

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Bijection, injection and surjection

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Codomain

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Crystal Ball function

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Domain of a function

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Earthquake map

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Effective domain

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Function application

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Functional decomposition

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Generalized Ozaki cost function

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Graph of a function

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High-dimensional model representation

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History of the function concept

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Homeomorphism

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Hubbard–Stratonovich transformation

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Inclusion map

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Injective function

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Integral

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Jouanolou's trick

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Jónsson function

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K-equivalence

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Kolmogorov–Arnold representation theorem

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Laver function

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Limit of a function

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List of limits

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Local diffeomorphism

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Local homeomorphism

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Map (mathematics)

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Morphism of algebraic varieties

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Motivic zeta function

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Multivalued function

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Oblique reflection

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Pairing function

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Partial function

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Pfaffian function

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Piecewise

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Point reflection

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Propositional function

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Pseudoreflection

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Quaternionic analysis

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Range of a function

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Ridge function

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Rigid transformation

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Sammon mapping

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Signomial

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Similarity invariance

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Splitting lemma (functions)

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Squeeze theorem

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Steiner's calculus problem

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Surjective function

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Swish function

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Tetraview

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Unfolding (functions)

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Unimodality

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Vertical line test

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