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File:Lemniscate sine in the complex plane.svg

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English: in the complex plane.[1] In the picture, it can be seen that the fundamental periods and are "minimal" in the sense that they have the smallest absolute value of all periods whose real part is non-negative.
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Author A1E6

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  1. Dark areas represent zeros, and bright areas represent poles. As the argument of changes from (excluding ) to , the colors go through cyan, blue (), magneta, red (), orange, yellow (), green, and back to cyan ().

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Lemniscate sine in the complex plane

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17 January 2022

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current20:05, 17 January 2022Thumbnail for version as of 20:05, 17 January 2022719 × 719 (3.11 MB)A1E6Uploaded own work with UploadWizard

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