Examples of 'tetration' in a sentence
Meaning of "tetration"
Tetration is a mathematical operation that involves repeated exponentiation, typically denoted as a superscripted arrow, such as a^^b
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- The arithmetic operator consisting of repeated exponentiation, by analogy with exponentiation being repeated multiplication and multiplication being repeated addition, ᵇa denoting a to the power of a to the power of ... to the power of a, in which a appears b times. Notation: ᵇa, a↑↑b or a→b→2
How to use "tetration" in a sentence
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tetration
See also extension of tetration to real heights.
Whenever the complex infinite exponential tetration.
Also see tetration and lower hyperoperations.
This is a natural inverse of the linear approximation to tetration.
The requirement of holomorphism of tetration is important for the uniqueness.
Tetration is used for the notation of very large numbers.
The iteration of this operation is different than the iteration of tetration.
Tetration is not an elementary function.
Cisco will be providing it the Tetration Platform.
The requirement of the tetration being holomorphic is important for its uniqueness.
So under these considerations hyperpower is misleading, since it is only referring to tetration.
Tetration is read as " the nth tetration of a.
In mathematics, pentation is the next hyperoperation after tetration but before hexation.
However, tetration and the Ackermann function grow faster.
In mathematics, the super-logarithm is one of the two inverse functions of tetration.
See also
It is defined as iterated ( repeated ) tetration, just as tetration is iterated exponentiation.
The term hyperpower is a natural combination of hyper and power, which aptly describes tetration.
Analogously, tetration ( ) can be thought of as a chained power involving n numbers a.
The above example is read as " the nth tetration of a ".
The equation of tetration is a special case of Abel 's equation, with f exp.
Formula 90 is Hooshmand 's name for the linear approximation to the natural tetration function.
Form Terminology Tetration Iterated exponentials Nested exponentials ( also towers ) Infinite exponentials ( also towers ).
Tetration n copies of a combined by exponentiation, right-to-left.
Tetration is neither an elementary function nor an elementary recursive function . [ 1 ].