File:LOGIT-X Logit-Funktion.PNG

Logit-Funktion:

${\displaystyle L=\ln \left({\frac {n}{1-n}}\right)}$

Umkehrfunktion:

${\displaystyle n={\frac {e^{L}}{1+e^{L}}}}$

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• 2006-06-25 08:58 Karl Bednarik 391×422× (9344 bytes) Logit-Funktion: :<math>L=\ln\left(\frac{n}{1-n}\right)</math> Umkehrfunktion: :<math>n=\frac{e^L}{1+e^L}</math> * Beschreibung: ** Die Logit-[[Funktion (Mathematik)|Funktion]] kann zur [[Linear]]isierung von ** [[Sigmoid]]en [[Funktionsgraph|Kurven]]
• 2005-06-16 07:50 Karl Bednarik 598×342× (11787 bytes) Logit-Funktion: :logit=\ln\left(\frac{n}{1-n}\right) Umkehrfunktion: :n=\left(\frac{e^logit}{1+e^logit}\right) * Beschreibung: ** Die Logit-[[Funktion (Mathematik)|Funktion]] kann zur [[Linear]]isierung von ** [[Sigmoid]]en [[Funktionsgraph|Kurven]]