File:SlogFitFixedPoint04.jpg: Difference between revisions

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Title / Description	Plot of the approximation of function slog with logarithm and polynomial of 4 power with respect to deviation from the fixed point $L$ of logarithm $slog(z)\approx {\frac {1}{L}}\left(\log(z-L)+\sum _{n=0}^{4}r_{n}(z-L)^{n}\right)$ The generator of the coefficients $r$ of the expansion is at File:SlogFitFixedPoint04.jpg/Mathematica code
Author(s)	Dmitrii Kouznetsov
Copyright holder	Dmitrii Kouznetsov See below for license/re-use information.
Source	SlogFitFixedPoint04.jpg/code (to be uploaded)
Date created	2008
Country of first publication	Japan
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@@ Line 1: / Line 1: @@
-{{Image notes
+{{Image_Details
-|Description=Plot of the approximation of function slog with logarithm and polynomial of 4 power with respect to deviation from the [[fixed point]] <math>L</math> of logarithm
+|description  = Plot of the approximation of function slog with logarithm and polynomial of 4 power with respect to deviation from the [[fixed point]] <math>L</math> of logarithm
 :<math>slog(z)\approx\frac{1}{L}\left( \log(z-L)+\sum_{n=0}^4 r_n (z-L)^n
 \right)</math>
@@ Line 6: / Line 6: @@
 The generator of the coefficients <math>r</math> of the expansion is at
 * [[Image:SlogFitFixedPoint04.jpg/Mathematica code]]
-|Author= Dmitrii Kouznetsov
+|author       = Dmitrii Kouznetsov
-|Year created= 2008
+|copyright    = Dmitrii Kouznetsov
-|Date=2008
+|source       = [[SlogFitFixedPoint04.jpg/code]] (to be uploaded)
-|Source= [[SlogFitFixedPoint04.jpg/code]] (to be uploaded)
+|date-created = 2008
-|Country first published in= Japan
+|pub-country  = Japan
-|Copyright holder=Dmitrii Kouznetsov
+|notes        =
-|Notes=
+|versions     =
-|Other versions=}}
+}}