Difference between revisions of "AuFac"

From TORI
Jump to: navigation, search
 
m (Text replacement - "\$([^\$]+)\$" to "\\(\1\\)")
 
Line 2: Line 2:
 
[[AuFac]] is [[abelfunction]] of [[factorial]].
 
[[AuFac]] is [[abelfunction]] of [[factorial]].
   
[[AuFac]] is inverse function of super factorial, $\mathrm{AuFac}=\mathrm{SuFac}^{-1}$.
+
[[AuFac]] is inverse function of super factorial, \(\mathrm{AuFac}=\mathrm{SuFac}^{-1}\).
   
 
Figure at right shows the explicit plot of [[AuFac]] (blue) compared to [[ArcFactorial]] (red).
 
Figure at right shows the explicit plot of [[AuFac]] (blue) compared to [[ArcFactorial]] (red).

Latest revision as of 18:47, 30 July 2019

Aufact.png

AuFac is abelfunction of factorial.

AuFac is inverse function of super factorial, \(\mathrm{AuFac}=\mathrm{SuFac}^{-1}\).

Figure at right shows the explicit plot of AuFac (blue) compared to ArcFactorial (red).

References


https://www.morebooks.de/store/ru/book/Суперфункции/isbn/978-3-659-56202-0
http://www.ils.uec.ac.jp/~dima/BOOK/202.pdf
http://mizugadro.mydns.jp/BOOK/202.pdf Д.Кузнецов. Суперфункции. Lambert Academic Publishing, 2014.

Keywords

Abelfunction, Superfunction, Superfunctions, Factorial, ArcFactorial

Суперфункции