[{WikipediaArticle oldid='256164803'}]



[{VerifyArticle user='leopold' template='Standard' date='14. April 2014' page-date='2014' comment='Als Ergänzung schlagen wir eine Literaturergänzung für den Bereich Wirtschaftswissenschaften vor: Gamerith Wolf, Leopold-Wildburger Ulrike, Steindl Werner: Einführung in die Wirtschaftsmathematik, 5. Auflage, Springer, Heidelberg, 2010.' }]
[{ALLOW edit Admin}][{ALLOW view All}][{ALLOW comment All}][{ALLOW verify leopold}]
%%information
%%(font-size: 80%;)
!!!License Information of Images on page
||Image Description||Credit||Artist||License Name||File
| Verdeutlicht die Idee binärer Operatoren mittels Black Box-Modell.| Eigenes Werk| Talonnn| [{Image src='https://www.austria-forum.org/cc/images/slim/cc-zero.png' alt='CC0' align='center' link='https://www.austria-forum.org/cc/cc0-10.html' target='_blank'}]| Datei:Binary operations as black box.svg
| The Wikimedia Commons logo, SVG version.| Original created by Reidab ( PNG version ) SVG version was created by Grunt and cleaned up by 3247 . Re-creation with SVG geometry features by Pumbaa , using a proper partial circle and SVG geometry features. (Former versions used to be slightly warped.)| Reidab , Grunt , 3247 , Pumbaa| [{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:Commons-logo.svg
| | | | [{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:Exp re.png
| Graph describing the linear function “y = mx + b” as well as related formulas.| Made with Inkscape for a Galician wikibook .| Gallaecio| [{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:Graph describing a linear function.svg
| Bearbeitete Version von File:Normal_density.svg durch Nyks ►? Original-Beschreibung: (Uploaded by Benutzer:Nyks ) ( Originaltext: Dichten von normalverteilten Zufallsgrößen ) gesamter R Quelltext: cs=c("red","blue","black","dark green")x<-seq(-2.5,4,length=10000)plot(x,dnorm(x,0,1),xlab="",ylab="",lwd=3,col=cs1,type="l",cex.axis=2,col.axis="gray40")lines(x,dnorm(x,0,2),col=cs2,lwd=3)lines(x,dnorm(x,1,1.5),col=cs3,lwd=3)title("Dichtefunktionen von normalverteilten Zufallsgrößen\nmit unterschiedlichen  Parametern",col.main="gray50",cex.main=1.5)legend(2.7,0.4,legend=c("N(0,1)","N(0,2)","N(1,1.5)"),lwd=c(4,4,4,1),col=cs)grid() Uploaded with Reworkhelper| Mit GNU R erzeugt (dnorm(x,m=0,sd=2))| Thomas Steiner| [{Image src='https://www.austria-forum.org/cc/images/slim/by-sa.png' alt='CC BY-SA 2.0' align='center' link='https://www.austria-forum.org/cc/by-sa-20.html' target='_blank'}]| Datei:Normal density-3.svg
| a polynomial of degree 5 f ( x ) = ( x + 4 ) ( x + 2 ) ( x + 1 ) ( x − 1 ) ( x − 3 ) 20 + 2 \displaystyle f(x)=(x+4)(x+2)(x+1)(x-1)(x-3) \over 20+2| Eigenes Werk| Geek3| [{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:Polynomialdeg5.svg
| Graph von sin(x) im Bogenmaß| self-made; graphed in GNUPlot edited in Illustrator| Self: Commons user Keytotime| [{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:Sin.svg
| Typen mathematischer Relationen und deren Zusammenhänge: ein Pfeil steht für eine hinzugenommene (UND) Eigenschaft.| Created by me (PNG version of image placed in the public domain by its author http://de.wikipedia.org/wiki/Benutzer:KonradVoelkel )| Me, myself and(?) http://de.wikipedia.org/wiki/Benutzer:KonradVoelkel| [{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:Types of relation ti.svg
| Wikibooks logo;  Favicon is| Eigenes Werk| Bastique , Ramac et al.| [{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:Wikibooks-logo.svg
| | | | [{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:Wiktfavicon en.svg
%%
%%