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** [[Common logarithm]]
** [[Binary logarithm]]
* [[Exponentiation#
* [[Periodic function]]s
** [[Trigonometric function]]s: [[sine]], [[cosine]], [[tangent (trigonometry)|tangent]], [[cotangent]], [[secant (trigonometry)|secant]], [[cosecant]], [[exsecant]], [[excosecant]], [[versine]], [[coversine]], [[vercosine]], [[covercosine]], [[haversine]], [[hacoversine]], [[havercosine]], [[hacovercosine]], etc.; used in [[geometry]] and to describe periodic phenomena. See also [[Gudermannian function]].
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* [[Absolute value]]: distance to the origin (zero point)
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===[[
* [[divisor function|Sigma function]]: [[Summation|Sums]] of [[Exponentiation|power]]s of [[divisor]]s of a given [[natural number]].
* [[Euler's totient function]]: Number of numbers [[coprime]] to (and not bigger than) a given one.
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* [[Partition function (number theory)|Partition function]]: Order-independent count of ways to write a given positive integer as a sum of positive integers.
* [[Möbius function|Möbius μ function]]: Sum of the nth primitive roots of unity, it depends on the prime factorization of n.
* [[Prime omega function
* [[Chebyshev function
* [[Liouville function]], λ(''n'') = (–1)<sup>Ω(''n'')</sup>
* [[Von Mangoldt function]], Λ(''n'') = log ''p'' if ''n'' is a positive power of the prime ''p''
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** [[Dedekind eta function]]
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===Bessel and related functions===
{{columns-list|colwidth=20em|
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* [[Synchrotron function]]
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===Riemann zeta and related functions===
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* [[Riesz function]]
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===Hypergeometric and related functions===
* [[Hypergeometric function]]s: Versatile family of [[power series]].
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* [[Super-root]]s
* [[Tetration]]
===Other standard special functions===
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* [http://eqworld.ipmnet.ru/en/auxiliary/aux-specfunc.htm Special functions] at EqWorld: The World of Mathematical Equations.
[[Category:Calculus|Functions]]
[[Category:Mathematics-related lists|Functions]]
[[Category:Number theory|Functions]]
[[Category:Functions and mappings| ]]
[[pl:Funkcje elementarne]]
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