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Solution to China's GDP Prediction Problem by BP Neural Network

机译:通过BP神经网络解决中国GDP预测问题

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Because the choice and important of learning rate η, the higher of η and the faster convergence it will be, but it may cause instability or function vibration if η is too high; if η is lower, although it may avoid instability, the speed of function convergence will reduce. In order to solve the contradiction, we introduce a variable of △W_(ij)(n_0) = η∑_(m-0)~n_0α~(n_0-1)δ_i(m)y_j(m) = -η∑_(m-0)~n_0α~(n_0-1)∑_m {partial deriv}F(m)/{partial deriv}W_(ij)(m) and if the ∑_m {partial deriv}F(m)/{partial deriv}W_(ij)(m) this time is the same as that of the previous time, the weighted summation value will increase and it results in the regulation speed of right value W at the stable regulation; and if the ∑_m {partial deriv}F(m)/{partial deriv}W_(ij)(m) this time is contrary to that of the previous time, it indicates that a certain vibration and now the result of summation will make the value of △W_(ij)(n_0) decrease to play a role in stability and increase the speed of function convergence.
机译:因为学习速率η的选择和重要的η,η的越高,但它的速度更快,但如果η过高,则可能导致不稳定性或功能振动;如果η较低,尽管它可能避免不稳定,功能会聚的速度将减少。为了解决矛盾,我们介绍了一个△w_(ij)(n_0)=ην_(m-0)〜n_0α〜(n_0-1)Δ_i(m)y_j(m)=-ην_的变量(m-0)〜n_0α〜(n_0-1)Σ_m{partive deriv} f(m)/ {partial deriv} w_(ij)(m)以及Σ_m{partial deriv} f(m)/ { Partial Deriv} W_(IJ)(M)这次与上一时间相同,加权求和值将增加,并且它导致稳定调节的右值W的调节速度;如果Σ_m{partive deriv} f(m)/ {partial deriv} w_(ij)(m)违反前一时间的违反,则表示一定的振动和现在求和的结果将使△w_(ij)(n_0)的值减少以在稳定性中发挥作用,提高功能融合速度。

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