imported>Dmitrii Kouznetsov |
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| == Summary == | | == Summary == |
| {{Image notes
| | Importing file |
| |Description=function <math>f=1/z</math> (left) and its truncated Taylor expansion with 22 terms
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| <math>\sum_{n=0}^{21} (1-z)^n</math> in the complex <math>z</math>-plane
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| (right) shown with lines of the constant real part and those of constant imaginaty part.
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| The following levels are shown:
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| :<math>\Re(f)=3</math> (black)
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| :<math>\Re(f)=2</math> (black)
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| :<math>\Re(f)=1.8</math> (blue)
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| :<math>\Re(f)=1.6</math> (blue)
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| :<math>\Re(f)=1.4</math> (blue)
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| :<math>\Re(f)=1.2</math> (blue)
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| :<math>\Re(f)=1</math> (black)
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| :<math>\Re(f)=0.8</math> (blue)
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| :<math>\Re(f)=0.6</math> (blue)
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| :<math>\Re(f)=0.4</math> (blue)
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| :<math>\Re(f)=0.2</math> (blue)
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| :<math>\Re(f)=0</math> (black)
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| :<math>\Re(f)=-0.2</math> (red)
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| :<math>\Re(f)=-0.4</math> (red)
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| :<math>\Re(f)=-0.6</math> (red)
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| :<math>\Re(f)=-0.8</math> (red)
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| :<math>\Re(f)=-1</math> (black)
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| :<math>\Re(f)=-1.2</math> (red)
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| :<math>\Re(f)=-1.4</math> (red)
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| :<math>\Re(f)=-1.6</math> (red)
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| :<math>\Re(f)=-1.8</math> (red)
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| :<math>\Re(f)=-2</math> (black)
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| :<math>\Re(f)=-3</math> (black)
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| :<math>\Im(f)=-3</math> (black)
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| :<math>\Im(f)=-2</math> (black)
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| :<math>\Im(f)=-1.8</math> (green)
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| :<math>\Im(f)=-1.6</math> (green)
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| :<math>\Im(f)=-1.4</math> (green)
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| :<math>\Im(f)=-1.2</math> (green)
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| :<math>\Im(f)=-1</math> (red)
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| :<math>\Im(f)=-0.8</math> (green)
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| :<math>\Im(f)=-0.6</math> (green)
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| :<math>\Im(f)=-0.4</math> (green)
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| :<math>\Im(f)=-0.2</math> (green)
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| :<math>\Im(f)=0</math> (black)
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| :<math>\Im(f)=0.2</math> (green)
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| :<math>\Im(f)=0.4</math> (green)
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| :<math>\Im(f)=0.6</math> (green)
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| :<math>\Im(f)=0.8</math> (green)
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| :<math>\Im(f)=1</math> (blue)
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| :<math>\Im(f)=1.2</math> (green)
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| :<math>\Im(f)=1.4</math> (green)
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| :<math>\Im(f)=1.6</math> (green)
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| :<math>\Im(f)=1.8</math> (green)
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| :<math>\Im(f)=2</math> (blue)
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| :<math>\Im(f)=3</math> (blue)
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| |Author= Dmitrii Kouznetsov
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| |Date=2008
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| |Source= [[TaylorExampleZ/code]]
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| :For compillation, this code needs also the graphical rootines
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| : [[ContourPlot/code/ado.cin]] (function that makes header of the eps file)
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| : [[ContourPlot/code/conto.cin]] (function which draws a level)
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| |Country first published in= Japan
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| |Copyright holder=Dmitrii Kouznetsov
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| |Notes=
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| |Other versions=}}
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| == Licensing/Copyright status ==
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| {{PD-self}}
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