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- Exponential_factorial abstract "An exponential factorial is a positive integer n raised to the power of n − 1, which in turn is raised to the power of n − 2, and so on and so forth, that is, The exponential factorial can also be defined with the recurrence relation The first few exponential factorials are 1, 1, 2, 9, 262144, etc. (sequence A049384 in OEIS). So, for example, 262144 is an exponential factorial since The exponential factorials grow much more quickly than regular factorials or even hyperfactorials. The exponential factorial of 5 is 5262144 which is approximately 6.206069878660874 × 10183230.The sum of the reciprocals of the exponential factorials from 1 onwards is the transcendental number 1.6111149258083767361111... OEIS A080219.Like tetration, there is currently no accepted method of extension of the exponential factorial function to real and complex values of its argument, unlike the factorial function, for which such an extension is provided by the gamma function.".
- Exponential_factorial wikiPageExternalLink ExponentialFactorial.html.
- Exponential_factorial wikiPageID "3313244".
- Exponential_factorial wikiPageRevisionID "570650634".
- Exponential_factorial hasPhotoCollection Exponential_factorial.
- Exponential_factorial subject Category:Factorial_and_binomial_topics.
- Exponential_factorial subject Category:Integer_sequences.
- Exponential_factorial subject Category:Large_integers.
- Exponential_factorial type Abstraction100002137.
- Exponential_factorial type Arrangement107938773.
- Exponential_factorial type DefiniteQuantity113576101.
- Exponential_factorial type Group100031264.
- Exponential_factorial type Integer113728499.
- Exponential_factorial type IntegerSequences.
- Exponential_factorial type LargeInteger113745420.
- Exponential_factorial type LargeIntegers.
- Exponential_factorial type Measure100033615.
- Exponential_factorial type Number113582013.
- Exponential_factorial type Ordering108456993.
- Exponential_factorial type Sequence108459252.
- Exponential_factorial type Series108457976.
- Exponential_factorial comment "An exponential factorial is a positive integer n raised to the power of n − 1, which in turn is raised to the power of n − 2, and so on and so forth, that is, The exponential factorial can also be defined with the recurrence relation The first few exponential factorials are 1, 1, 2, 9, 262144, etc. (sequence A049384 in OEIS). So, for example, 262144 is an exponential factorial since The exponential factorials grow much more quickly than regular factorials or even hyperfactorials.".
- Exponential_factorial label "Exponential factorial".
- Exponential_factorial label "Factorial exponencial".
- Exponential_factorial sameAs Factorial_exponencial.
- Exponential_factorial sameAs m.09521d.
- Exponential_factorial sameAs Q2919059.
- Exponential_factorial sameAs Q2919059.
- Exponential_factorial sameAs Exponential_factorial.
- Exponential_factorial wasDerivedFrom Exponential_factorial?oldid=570650634.
- Exponential_factorial isPrimaryTopicOf Exponential_factorial.