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| {{Image_Details
| | == Summary == |
| |description = Analytic tetration at the base e.
| | Importing file |
| Function <math>f=F_{\rm e}(z)</math> at the complex z-plane.
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| Grid covers the range (
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| <math>-9\le \Re(z)\le 9</math>
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| <math>-4\le \Im(z)\le 4</math>
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| ) with unity step.
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| Levels of constant <math>|f|</math> and those of constsant
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| <math>{\rm Arg}(f)</math> are shown.
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| At the displacement of the coordinate for one position to the right,
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| the same curves can be interpreted as levels of constant real part
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| and constant imaginary part.
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| |author = Dmitrii Kouznetsov
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| |copyright = Dmitrii Kouznetsov
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| |source = self-made
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| |date-created = 2008
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| |pub-country = Japan
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| |notes =
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| |versions = http://commons.wikimedia.org/wiki/Image%3A2008analuxpFig1d.jpg
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| one version of this figure is used at the cover of the book [[Суперфункции]], in Russian<ref>
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| https://www.morebooks.de/store/ru/book/Суперфункции/isbn/978-3-659-56202-0 <br>
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| http://www.ils.uec.ac.jp/~dima/BOOK/202.pdf <br>
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| http://mizugadro.mydns.jp/BOOK/202.pdf
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| Д.Кузнецов. Суперфункции. Lambert Academic Press, 2014. (In Russian)
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| </ref>
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| }}
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| {{attribution}}
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| | |
| ==References== | |
| <references/>
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