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[{VerifyArticle user='hmaurer' template='Standard' date='11. Juni 2013' page-date='2013' }]

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!!!License Information of Images on page
||Image Description||Credit||Artist||License Name||File
| Dreiteilung des Winkels mithilfe der Sinusfunktion f(x) = sin(x), Beweisskizze| Eigenes Werk| Petrus3743| [{Image src='https://www.austria-forum.org/cc/images/slim/by-sa.png' alt='CC BY-SA 4.0' align='center' link='https://www.austria-forum.org/cc/by-sa-40.html' target='_blank'}]| Datei:01 Dreiteilung des Winkels-Sinuslinie-Beweis.svg
| Map of colors for complex functions. Scale is made by using Sinh. See User:Jan_Homann/Mathematics for how to create and use images like these to visualize complex functions.| made with mathematica, own work| Jan Homann| [{Image src='https://www.austria-forum.org/cc/images/slim/publicdomain.png' alt='Public domain' align='center' link='https://www.austria-forum.org/cc/public-domain-10.html' target='_blank'}]| Datei:Complex coloring.jpg
| function Cosz in the complex plane| made with mathematica, own work| Jan Homann| [{Image src='https://www.austria-forum.org/cc/images/slim/publicdomain.png' alt='Public domain' align='center' link='https://www.austria-forum.org/cc/public-domain-10.html' target='_blank'}]| Datei:Complex cos.jpg
| function Sinz in the complex plane| made with mathematica, own work| Jan Homann| [{Image src='https://www.austria-forum.org/cc/images/slim/publicdomain.png' alt='Public domain' align='center' link='https://www.austria-forum.org/cc/public-domain-10.html' target='_blank'}]| Datei:Complex sin.jpg
| proportional cosine curve -2pi2pi accurate cos plot with quadratic bezier-curves. Labels in embedded "Computer Modern" font| Eigenes Werk| Geek3| [{Image src='https://www.austria-forum.org/cc/images/slim/publicdomain.png' alt='Public domain' align='center' link='https://www.austria-forum.org/cc/public-domain-10.html' target='_blank'}]| Datei:Cosine.svg
| Begriffsklärungs-Icon (Autor: Stephan Baum)| Eigenes Werk ( Originaltext: Own drawing by Stephan Baum ) Original Commons upload as File:Logo Begriffsklärung.png by Baumst on 2005-02-15| Stephan Baum| [{Image src='https://www.austria-forum.org/cc/images/slim/publicdomain.png' alt='Public domain' align='center' link='https://www.austria-forum.org/cc/public-domain-10.html' target='_blank'}]| Datei:Disambig-dark.svg
| Dottie number : ~ 0.7390851332151559 (cos(x)=x)| Eigenes Werk| Kmhkmh| [{Image src='https://www.austria-forum.org/cc/images/slim/by.png' alt='CC BY 4.0' align='center' link='https://www.austria-forum.org/cc/by-40.html' target='_blank'}]| Datei:Dottie number.svg
| Die Animation zeigt die Ableitung der trigonometrischen Funktionen sin, cos und tan am Einheitskreis| Übertragen aus de.wikipedia nach Commons.| Original uploader was Ralf Pfeifer at de:Wp| [{Image src='https://www.austria-forum.org/cc/images/slim/by-sa.png' alt='CC BY-SA 3.0' align='center' link='https://www.austria-forum.org/cc/by-sa-30.html' target='_blank'}]| Datei:Einheitskreis Ani.gif
| Zeiger der Leistung in der komplexen Ebene.| Eigenes Werk des ursprünglichen Hochladers| Saure in der Wikipedia auf Deutsch| [{Image src='https://www.austria-forum.org/cc/images/slim/by-sa.png' alt='CC BY-SA 3.0' align='center' link='https://www.austria-forum.org/cc/by-sa-30.html' target='_blank'}]| Datei:Leistung-PQS-Zeiger.svg
| Rechtwinkliges Dreieck| http://de.wikipedia.org/wiki/Bild:RechtwinkligesDreieck.svg| PaterSigmund (Original by Cweiske)| [{Image src='https://www.austria-forum.org/cc/images/slim/by-sa.png' alt='CC BY-SA 2.5' align='center' link='https://www.austria-forum.org/cc/by-sa-25.html' target='_blank'}]| Datei:RechtwinkligesDreieck.svg
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