factorial (Q1587)

From MaRDI portal
product of all integers between 1 and the integral input of the function
  • factorial function
  • !
  • n!
  • Factorial function
  • Factorials
  • Factorial number
  • ! (math)
Language Label Description Also known as
English
factorial
product of all integers between 1 and the integral input of the function
  • factorial function
  • !
  • n!
  • Factorial function
  • Factorials
  • Factorial number
  • ! (math)

Statements

Wikidata QID
Q120976
0 references
OEIS ID
A000142
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Freebase ID
/m/02w2m
1 reference
stated in
Freebase Data Dumps
publication date
28 October 2013
Commons category
Factorial (function)
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instance of
real-valued function
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function
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integer sequence
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input set
set of integers
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defining formula
1 reference
stated in
ISO 80000-2:2019 Quantities and units — Part 2: Mathematics
section, verse, paragraph, or clause
2-11.1
Quora topic ID
Factorial-1
1 reference
stated in
Quora
JSTOR topic ID
factorials
0 references
Encyclopædia Britannica Online ID
topic/factorial
subject named as
factorial
0 references
BabelNet ID
00032673n
1 reference
stated in
BabelNet
Elhuyar ZTH ID
032440
0 references
OpenMath ID
integer1#factorial
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Australian Educational Vocabulary ID
scot/1623
0 references
Microsoft Academic ID
183763347
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nLab ID
factorial
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Interlingual Index ID
i67665
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OmegaWiki Defined Meaning
405815
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related image
Euler factorial paper.png
552 × 852; 69 KB
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Online PWN Encyclopedia ID
3975225
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in defining formula
symbol represents
factorial
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symbol represents
product
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Fandom article ID
math:Factorial
subject named as
Factorial
language of work or name
English
0 references
Store norske leksikon ID
n-fakultet
0 references
ScienceDirect topic ID
mathematics/factorials
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studied in
combinatorics
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number theory
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image
Factorial 1-5.png
576 × 576; 3 KB
0 references
Treccani ID
fattoriale
subject named as
fattoriale
0 references
Treccani Vocabulary ID
fattoriale
subject named as
fattoriale
0 references
Treccani's Enciclopedia Italiana ID
fattoriale
subject named as
FATTORIALE
author name string
Giovanni Lampariello
publication date
1932
0 references
ProofWiki ID
Definition:Factorial
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Gran Enciclopèdia Catalana ID
factorial
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PlanetMath ID
Factorial
0 references
AsymptoticBoundsForFactorial
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Vikidia article ID
fr:Factorielle
0 references
Metamath statement ID
df-fac
0 references
 
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