Dosiero:Zeta polar.svg
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Zeta_polar.svg (11KB, MIME type: image/svg)
La bildo estas kopiita de wikipedia:en. La originala priskribo estas:
This image shows a polar graph of the Riemann zeta function along the critical line. That is, it is a graph of
versus
for real values of t running from 0 to 34. The first five zeros in the critical strip are clearly visible as the place where the spirals pass through the origin.
[redaktu] Provenance
Original artwork created by Linas Vepstas <linas@linas.org> User:Linas 19 February 2006
Ŝablono:Gfdl
[redaktu] Data file
This image was created using gnuplot, from original data, using the following command file:
set term svg set out 'zeta-imag.svg' # set term png # set out 'zeta-imag.png' # set data style lines set key right set xzeroaxis linetype -1 linewidth 2 set yzeroaxis linetype -1 linewidth 2 set xtics axis set ytics axis # # set bmargin 2 # set lmargin 5 # unset border # set border 2 # set title "Polar graph of Riemann zeta(1/2+it)" set xlabel "Re zeta(it+1/2)" 0, 1 set ylabel "Im zeta(it+1/2)" 1, 8 plot "zeta-imag.dat" using 2:3 title "" with lines linewidth 2
| date/time | username | edit summary |
|---|---|---|
| 23:39, 19 February 2006 | en:User:Linas | (add license info) |
| 23:37, 19 February 2006 | en:User:Linas | (additional iamge info) |
| 23:25, 19 February 2006 | en:User:Linas | (Original artwork created by Linas Vepstas <linas@linas.org> <a href="/wiki/User:Linas" title="User:Linas">User:Linas</a> 19 February 2006) |
[redaktu] Historio de la dosiero
Legend: (cur) = this is the current file, (del) = delete this old version, (rev) = revert to this old version.
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- (del) (cur) 23:25, 19 February 2006 . . en:User:Linas Linas ( en:User_talk:Linas Talk) . . 600x480 (10997 bytes) (Original artwork created by Linas Vepstas <linas@linas.org> en:User:Linas User:Linas 19 February 2006)
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- (for) (nun) 16:54, 20. Mar 2006 . . Maksim-bot (Diskuto | kontribuoj) . . 600×480 (10 997 bitokoj) (La bildo estas kopiita de wikipedia:en. La originala priskribo estas: This image shows a polar graph of the Riemann zeta function along the critical line. That is, it is a graph of <math>\Re\zeta(it+1/2)</math> versus <math>\Im\zeta(it+1/2)</math)
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