File:Kslog00.jpg: Difference between revisions

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imported>Dmitrii Kouznetsov
(uploaded a new version of "Image:Kslog00.jpg": {{Image notes |Description=function kslog as inverse of tetration inthe complex plane |Author=Dmitrii Kouznetsov |Date=2008 |Source= |Country first published in= Japan |Copyright holder=Dmitrii Kouznetosv |Notes= |Other versions=}})
(== Summary == Importing file)
Tag: Server-side upload
 
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== Summary ==
== Summary ==
{{Image notes ownworkpro
Importing file
|Description=function <math>f=\mathrm{kslog}(z)} , inverse of [[tetration]] tet, in the complex <math>x</math> plane. Levels
<math>\Re(f)=-1, 0, 1,2</math> are shown with thick black curves.
<math>\Im(f)=0, 1,2,3</math> are shown with thick blue curves.
Intermediate levels are shown with thin curves.
The cut is shown with pink strip. DUe to the symmetry, only upper halfplane is shown.
|CZ username=Dmitrii Kouznetsov
|Year created=2008
|Notes=
|Other versions=}}
 
 
== Licensing/Copyright status ==
{{CC-by-nd-3.0}}

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