Category:Iteration of exp
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Iteration of exponent can be represented through tetration tet and arctetration ate:
$\exp^n(z)=\mathrm{tet}(n+\mathrm{ate}(z))$
In this representation, $n$ has no need to be integer; it can be real or even complex number. Several pics are loaded to TORI in order to show, how does it work.
Pages in category "Iteration of exp"
This category contains only the following page.
Media in category "Iteration of exp"
The following 9 files are in this category, out of 9 total.
Exm01mapT200.jpg 2,281 × 1,179; 834 KB
Exm05mapT200.jpg 2,281 × 1,179; 705 KB
Exm09mapT200.jpg 2,281 × 1,179; 560 KB
Exm1mapT200.jpg 2,281 × 1,179; 544 KB
Exp01mapT200.jpg 2,281 × 1,179; 895 KB
Exp05mapT200.jpg 1,711 × 885; 872 KB
Exp09mapT200.jpg 2,281 × 1,179; 1.23 MB
Exp1mapT200.jpg 2,281 × 1,179; 1.14 MB
ExpIte4T.jpg 1,673 × 1,673; 901 KB
