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File:Penmap.jpg [[Complex map]] of natural [[pentation]], [[Category:Natural pentation]](2,350 × 2,311 (1.56 MB)) - 08:46, 1 December 2018
File:Penplot.jpg [[Explicit plot]] of natural [[pentation]], ...tic level $L\approx -1.8503545290271812$ is smallest real fixed point of [[natural tetration]].(1,266 × 2,100 (240 KB)) - 08:46, 1 December 2018
File:Penzoo25t400.jpg [[Complex map]] of [[natural pentation]], range in vicinity of the origin of coordinates, positive imagi [[Category:Natural pentation]](2,833 × 1,177 (1.22 MB)) - 08:46, 1 December 2018
File:QFacMapT.jpg \newcommand \rme {{\rm e}} %%makes the base of natural logarithms Roman font %\newcommand \rme {{e}} %%makes the base of natural logarithms Italics font; choose one of these(1,771 × 1,748 (936 KB)) - 08:48, 1 December 2018
File:QQFacMT.jpg \newcommand \rme {{\rm e}} %%makes the base of natural logarithms Roman font %\newcommand \rme {{e}} %%makes the base of natural logarithms Italics font; choose one of these(885 × 868 (437 KB)) - 08:48, 1 December 2018
File:Shuttle-3-664x396.jpg Maket of the soviet spacecraft Buran scaled to 1/3 of natural sisze, found by [[Aleksander Markin]], 2017.08.14. Location is not specifie(664 × 396 (97 KB)) - 08:51, 1 December 2018
File:Sqrt2srav.png /* NATURAL SEXP(2,532 × 1,639 (263 KB)) - 10:53, 24 June 2020
File:Tet5loplot.jpg $\mathrm e\!=\!\exp(1)\!\approx\!2.71$ is base of the natural logarithm, ...hrm e,0}\approx -1.8503545290271812$ is the only real fixed point of the [[natural tetration]], $b\!=\!\mathrm e$(1,477 × 1,486 (283 KB)) - 08:53, 1 December 2018
File:Tetma.jpg [[Complex map]] of the [[natural tetration]] without labels. [[Category:Natural tetration]](3,341 × 1,675 (1.89 MB)) - 08:53, 1 December 2018
File:Vladi02.jpg [[Category:Natural tetration]](2,902 × 2,027 (680 KB)) - 08:56, 1 December 2018
File:Vladi03.jpg [[Complex map]] of asymptotic approximation lima of natural [[tetration]] and its agreement fifi.(1,750 × 1,291 (559 KB)) - 16:21, 23 July 2020
File:Vladi04.jpg [[Complex map]] of the truncated Taylor expansion of the [[natural tetration]] and the agreements $D_1$ and $D_1$ of this approximation.(3,566 × 1,116 (767 KB)) - 08:56, 1 December 2018
File:Vladi05.jpg [[Complex map]] of approximation "maclo" of the natural [[tetration]], left, and maps of the agreements $D$.(1,783 × 558 (342 KB)) - 08:56, 1 December 2018
File:Vladi06.jpg [[Complex map]] of the approximation "tai" of natural [[tetration]], left, and the map of the corresponding agreement function $(1,741 × 791 (418 KB)) - 08:56, 1 December 2018
File:Vladi07.jpg Maps of agreement of approximations of natural [[tetration]] with elementary functions [[fima]] and [[maclo]], used in the(741 × 383 (100 KB)) - 08:56, 1 December 2018
File:Vladi08.jpg where $F_4$ denotes the 4th [[ackermann]], id set, natural [[tetration]] evaluated through the Cauchi integral(787 × 375 (117 KB)) - 08:56, 1 December 2018
File:Vladi10.jpg [[Complex map]] of approximation slo of the natural [[arctetration]] ate and agreements at the substitution of this approximati [[Category:Natural tetration]](2,902 × 729 (391 KB)) - 08:56, 1 December 2018
File:Vladi11.jpg ...e numerical implementations of [[natural tetration]] tet and that of the [[natural arctetration]] ate into equations [[Category:Natural tetration]](2,902 × 2,055 (721 KB)) - 08:56, 1 December 2018- ==Natural ackermanns== ...\approx 2.71\) are called "natural", although in other context the word [[natural]] may have pretty different meanings. If the base is \(\mathrm e\), it may10 KB (1,534 words) - 06:44, 20 July 2020
- ...\(\mathrm{Fit}_3\) and related functions, that provides approximation of [[natural tetration]] for moderate values of the argument. [[Category:Natural titration]]1 KB (253 words) - 18:48, 30 July 2019
