Added: 6 months ago
From: HeatonResearch
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  • calculus great im fucked

  • doesn't the derivative of a constant equal zero ?

    i don't get how u get to the 0.045 ... :s

  • @00YURIN00

    It actually is not a derivative of constant, but derivative of the transfer (sigmoid) function then evaluated with the 1.13 constant as parameter for x.

    That is:

    f=1/(1+e^(-x)) =>

    f'=(e^x)/[e^(2x)+2e^(x)+1] =>

    f'(1.13)=0.1845 and then

    d=0.25*0.1845=0.046.

    f is sigmoid function and f' is its derivative.

    The 1.13 is actually 1.1278 so that's why 0.046 instead of 0.045.

  • @Patterion

    Hey yeah thanks,  i had allready figured it out.

    Seems like a lot of neural net- teachers assume u know the derivative of the sigmoidfunction by heart or something :p

    thanx !

  • Really great tutorials!

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