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The derivative of bipolarsigmoidal function is
The derivative of bipolar
sigmoidal function is
f’(x ) =λ.f(x) [1+ f(x)]
f’(x ) =λ/2 [1+ f(x)][1-f(x)]
f’(x ) =λ.f(x) [1- f(x)]
f’(x ) =λ/2 [1+ f(x)][1+f(x)]
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