- Stirling's formula
- noun Etymology: James Stirling died 1770 Scottish mathematician Date: 1908 a formula √2πn] nn e-n that approximates the value of the factorial of a very large number n

*New Collegiate Dictionary.
2001.*

- Stirling's formula
- noun Etymology: James Stirling died 1770 Scottish mathematician Date: 1908 a formula √2πn] nn e-n that approximates the value of the factorial of a very large number n

*New Collegiate Dictionary.
2001.*

**stirling's formula**— noun Usage: usually capitalized S Etymology: after James Stirling died 1770 Scottish mathematician : a formula giving the approximate value of the factorial of any very large number * * * /sterr lingz/, Math. a relation that approximates the… … Useful english dictionary**Stirling's formula**— /stɜlɪŋz ˈfɔmjələ/ (say sterlingz fawmyuhluh) noun a formula giving the approximate value of the factorial of a large number. {named after James Stirling, 1692–1770, Scottish mathematician} … Australian English dictionary**Stirling's formula**— /sterr lingz/, Math. a relation that approximates the value of n factorial (n!), expressed as (n/e)n(2.pi.n)1/2. [1925 30; after James Stirling (d. 1770), Scottish mathematician] * * * … Universalium**Stirling's approximation**— In mathematics, Stirling s approximation (or Stirling s formula) is an approximation for large factorials. It is named in honour of James Stirling.The formula is written as:n! approx sqrt{2pi n}, left(frac{n}{e} ight)^{n}.Roughly, this means that … Wikipedia**Stir|ling's formula**— «STUR lihngz», Mathematics. a formula for approximating the value of higher factorials, using transcendental numbers pi and e. ╂[< James Stirling, 1692 1770, a Scottish mathematician] … Useful english dictionary**Stirling, James**— ▪ British mathematician born 1692, Garden, Stirling, Scotland died December 5, 1770, Edinburgh Scottish mathematician who contributed important advances to the theory of infinite series and infinitesimal calculus. No absolutely… … Universalium**Stirling numbers of the second kind**— In mathematics, Stirling numbers of the second kind, together with Stirling numbers of the first kind, are one of the two types of Stirling numbers. They commonly occur in the study of combinatorics, where they count the number of permutations.… … Wikipedia**Formula Three**— Formula Three, also called Formula 3 or F3, is a class of open wheel formula racing. The various championships held in Europe, Australia, South America, and Asia form an important step for many prospective Formula One drivers. Formula Three has… … Wikipedia**Formula 1**— Formule 1 Pour les articles homonymes, voir F1 (homonymie). Formule 1 … Wikipédia en Français**Stirling Moss**— Infobox F1 driver Name = Stirling Moss Caption = Moss in 2008 Nationality = flagicon|UK British Years = 1951 1961 Team(s) = Mercedes Benz, Maserati, Vanwall, Rob Walker Cooper Lotus Races = 67 (66 starts) Championships = 0 Wins = 16 Podiums = 24… … Wikipedia