File:SLOGtest50.jpg: Difference between revisions
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imported>Dmitrii Kouznetsov m (→Summary: zero) |
imported>Dmitrii Kouznetsov m (→Summary: spacebars) |
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Functions | Functions | ||
<math>f=\mathrm{fslog}(z)-\mathrm{fslog}(\exp(z))+1</math> (left) and | <math>f=\mathrm{fslog}(z)-\mathrm{fslog}(\exp(z))+1</math> (left) and | ||
<math>f=\mathrm{fslog}(z)-\mathrm{fslog}(\log(z))-1</math> (right) are | <math>f=\mathrm{fslog}(z)-\mathrm{fslog}(\log(z))-1</math> (right) are shown in the complex <math>z</math>plane. Levels | ||
:<math>|f|=\exp(-33)</math> (pink) | :<math>|f|=\exp(-33)</math> (pink) | ||
:<math>|f|=\exp(-32)</math> (black) | :<math>|f|=\exp(-32)</math> (black) | ||
Line 24: | Line 24: | ||
:<math>|f|=\exp(-2)</math> (black) | :<math>|f|=\exp(-2)</math> (black) | ||
:<math>|f|=\exp(-1)</math> (black) | :<math>|f|=\exp(-1)</math> (black) | ||
:<math>|f|=\exp(-0.8 | :<math>|f|=\exp(-0.8 </math> (red) | ||
:<math>|f|=\exp(-0.6)</math>(red) | :<math>|f|=\exp(-0.6)</math> (red) | ||
:<math>|f|=\exp(-0.4)</math>(red) | :<math>|f|=\exp(-0.4)</math> (red) | ||
:<math>|f|=\exp(-0.2)</math>(red) | :<math>|f|=\exp(-0.2)</math> (red) | ||
:<math>|f|=\exp( | :<math>|f|=\exp(0)=1</math> (black) | ||
:<math>|f|=\exp(0.2)</math>(blue) | :<math>|f|=\exp(0.2)</math> (blue) | ||
:<math>|f|=\exp(0.4)</math>(blue) | :<math>|f|=\exp(0.4)</math> (blue) | ||
:<math>|f|=\exp(0.6)</math>(blue) | :<math>|f|=\exp(0.6)</math> (blue) | ||
:<math>|f|=\exp(0.8)</math>(blue) | :<math>|f|=\exp(0.8)</math> (blue) | ||
:<math>|f|=\exp(1)</math>(black)) | :<math>|f|=\exp(1)</math> (black)) | ||
:<math>|f|=\exp(2)</math>(black)) | :<math>|f|=\exp(2)</math> (black)) | ||
:<math>|f|=\exp(3)</math>(black)) | :<math>|f|=\exp(3)</math> (black)) | ||
are | are plotted. | ||
|CZ username= Dmitrii Kouznetsov | |CZ username= Dmitrii Kouznetsov | ||
|Year created= 2008 | |Year created= 2008 |
Revision as of 22:11, 18 December 2008
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current | 19:56, 11 March 2022 | 2,171 × 749 (398 KB) | Maintenance script (talk | contribs) | == Summary == Importing file |
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