net; Layer L-1 JE Yj ,(L-1) j,i and neti Yi Layer L (last hidden layer) (1)...

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net; Layer L-1 JE Yj ,(L-1) j,i and neti Yi Layer L (last hidden layer) (1) =-y.8k where &k= f'(netk) (tk - Yk) (L) awl,k Using the gradient descent method, assuming that E = k(yk - tk), then prove that: (L) (2) aw(2-1) = -y.8; where d = f'(net;) k (Sk. w(K)) w. Vi,k netk A Output layer yk, tk net; Layer L-1 JE Yj ,(L-1) j,i and neti Yi Layer L (last hidden layer) (1) =-y.8k where &k= f'(netk) (tk - Yk) (L) awl,k Using the gradient descent method, assuming that E = k(yk - tk), then prove that: (L) (2) aw(2-1) = -y.8; where d = f'(net;) k (Sk. w(K)) w. Vi,k netk A Output layer yk, tk

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To prove the equations 1 and 2 lets first express the error term f... View the full answer