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Was (wer) ist logarithm$45313$ - definition
FUNCTION USED TO IMPLEMENT FINITE-FIELD ARITHMETIC WHEN ELEMENTS ARE REPRESENTED AS POWERS OF A PRIMITIVE ELEMENT
Zech logarithms; Zech logarithm; Zech's logarithms; Jacobi logarithm; Jacobi logarithms; Jacobi's logarithm; Jacobian logarithm
Napierian logarithm
![The 19 degree pages from Napier's 1614 table of logarithms of trigonometric functions ''[[Mirifici Logarithmorum Canonis Descriptio]]''](https://commons.wikimedia.org/wiki/Special:FilePath/Napier's Mirici Logarithmorum table for 19 deg.agr.jpg?width=200 "The 19 degree pages from Napier's 1614 table of logarithms of trigonometric functions ''[[Mirifici Logarithmorum Canonis Descriptio]]''")
MATHEMATICAL FUNCTION
Napier's logarithm; Naperian logarithm; Naperian system of logarithms
[ne?'p??r??n]
¦ noun another term for natural logarithm.
Origin
C19: named after the Scottish mathematician John Napier (1550-1617).
Zech's logarithm
Zech logarithms are used to implement addition in finite fields when elements are represented as powers of a generator \alpha.
antilogarithm
![TI-83 Plus]] graphing calculator](https://commons.wikimedia.org/wiki/Special:FilePath/Logarithm keys.jpg?width=200 "TI-83 Plus]] graphing calculator")
INVERSE OF THE EXPONENTIAL FUNCTION, WHICH MAPS PRODUCTS TO SUMS
Logarithmic algorithm; Antilogarithm; Logathrims; Logarithms; Logarithmic function; Antilog; Logarithim; Colog; Cologarithm; Log (mathematics); Logarithm function; Napier logarithm; Logarithm Table in Trigonometry; Logarithm of a number; Log(x); Logarhythm; Anti-logarithm; Anti-Logarithm; Logarithmic functions; Log function; Logaritm; Change of base rule; Logarithmand; Logarithmically; Logarithm base; Base of a logarithm; Log-transform; Logrithm; Log (function); Double logarithm; Logarithmus; Generic logarithm; Decadic antilogarithm; Natural antilogarithm; Binary antilogarithm; Decimal antilogarithm; Common antilogarithm; General antilogarithm; 3-logarithm; Draft:Direct Differentiation and Integration of Logarithms
¦ noun the number of which a given number is the logarithm.
Wikipedia
Zech's logarithm
Zech logarithms are used to implement addition in finite fields when elements are represented as powers of a generator .
Zech logarithms are named after Julius Zech, and are also called Jacobi logarithms, after Carl G. J. Jacobi who used them for number theoretic investigations.
