File:TetrationPolynomial25power.jpg: Difference between revisions

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current	18:57, 11 March 2022		1,004 × 916 (138 KB)	Maintenance script (talk \| contribs)	== Summary == Importing file

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-{{Image_notes_ownwork2
+== Summary ==
-|Description           =Approimation of holomorphic [[tetration]] with polynomial of 25th power, id est, the partial sum of the [[Tailor series]]. In the uper right corner, the <math>f=\sum_{n=0}^{25} c_n z^n </math> is plotted with lines of constant real part and constant imaginary part in the complex [tex]z[/tex] plane.
+Importing file
-:Levels <math>\Re(f)=-2,-1,0,1,2,3,4</math>  are shown with thick black curves.
-:Levels <math>\Re(f)=-1.8,-1.6,-1.4,-1.2,-0.8,-0.6,-0.4,-0.2</math>  are shown with thin red curves.
-:Levels <math>\Re(f)=1.8,1.6,1.4,1.2,0.8,0.6,0.4,0.2</math>  are shown with thin thin blue curves.
-:Levels <math>\Im(f)=-2,-1</math>   are shown with thick red curves.
-:Levels <math>\Im(f)=1,2</math>  are shown with thick blue curves.
-:Levels <math>\Im(f)=\pm \pi,\pm 3\pi</math>  are shown with thick pink curves.
-:Levels <math>\Im(f)=\pm 1.8, \pm 1.6, \pm 1.4, \pm 1.2, \pm 0.8, \pm 0.6, \pm 0.4,\pm 0.2</math> are shown with thin green curves.
-|Year_created          =2008
-|CZ_username           = [[User:Dmitrii Kouznetsov|Dmitrii Kouznetsov]]
-|Notes                 =
-|source = [[TetrationPolynomial25power.jpg/source]]
-|Other_versions        =
-}}
-== Licensing/Copyright status ==
-{{CC-by-1.0}}