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(\_ + 1)^2
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\frac {\partial E} {\partial w_{ij}^{(l)}} = \frac {\partial E} {\partial o_{j}^{(l)}} \frac {\partial o_{j}^{(l)}} {\partial u_{j}^{(l)}} \frac {\partial u_{j}^{(l)}} {\partial w_{ij}^{(l)}}
o_k^{(l)} = f(u_k^{(l)})
u_k^{(l)} = \sum_{i} {w_{ik}^{(l)} o_i^{(l)}}