File:Second Order Taylor.svg
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Size of this PNG preview of this SVG file: 691 × 374 pixels. Other resolutions: 320 × 173 pixels | 640 × 346 pixels | 1,024 × 554 pixels | 1,280 × 693 pixels | 2,560 × 1,386 pixels.
Original file (SVG file, nominally 691 × 374 pixels, file size: 1.24 MB)
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Summary[edit]
DescriptionSecond Order Taylor.svg |
English: Second order Taylor expansion: f(x,y) = e^x log(1+y) and f(x,y) = y+xy-y^2/2 around the origin point. Plotted by Gnuplot. العربية: رسوم بيانية لمفكوكي تايلور لدالتي f(x,y) = e^x log(1+y) و f(x,y) = y+xy-y^2/2 ذات متغيرين حول نقطة الأصل. رسمه Gnuplot. |
Date | |
Source | Own work |
Author | IkamusumeFan |
Gnuplot[edit]
# Author: Ika, 2013-07-24 set term svg size 800,600 enhanced font 'Times,12' set output 'Second_Order_Taylor.svg' set multiplot set xlabel "x" set ylabel "y" set zlabel "z" set xrange [-1.0:2.0] set yrange [-0.5:2.0] set zrange [-6.0:10.0] set box unset colorbox #set view 65,45 set style fill solid 0.30 border set cntrparam levels auto 20 set contour base set isosamples 60,60 set samples 60,60 set pm3d set hidd unset key set ticslevel 0 i = {0.0,1.0} # Draw the surface of f(x,y) = e^x log(1+y) set palette defined (-1 "blue", 1 "pink") splot exp(x)*log(1+y) # Draw the surface of f(x,y) = y+xy-y^2/2 set palette defined (-1 "red", 1 "orange") splot y+x*y-y*y/2 # Draw the lines unset cntrparam unset contour set isosamples 20,20 set samples 20,20 unset pm3d unset hidd # Draw the lines of f(x,y) = e^x log(1+y) splot exp(x)*log(1+y) lt 2 lc rgb "black" lw 0.1 # Draw the lines of f(x,y) = y+xy-y^2/2 splot y+x*y-y*y/2 lt 2 lc rgb "black" lw 0.1 unset multiplot set term x11 set output
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Date/Time | Thumbnail | Dimensions | User | Comment | |
---|---|---|---|---|---|
current | 11:29, 16 September 2023 | 691 × 374 (1.24 MB) | Michel Bakni (talk | contribs) | Remove margens | |
09:13, 24 July 2013 | 800 × 600 (1.1 MB) | IkamusumeFan (talk | contribs) | User created page with UploadWizard |
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Image title | Produced by GNUPLOT 4.2 patchlevel 6 |
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Width | 690.66638 |
Height | 373.58005 |