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https://chunchengwei.github.io/ai/shen-jing-wang-luo-dong-liang-yin-zi/
反向传播算法中,学习率 $\eta$ 越小,每次迭代下降的步长越小,轨迹空间越平滑,学习速度越慢,提 $\eta$ 会加快学习速度,但网络权值的变化不稳定。为此,D.E. Rumlhart提出一种,既能加快学习速度,又能保持稳定的改进方法。
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https://chunchengwei.github.io/ai/shen-jing-wang-luo-dong-liang-yin-zi/
反向传播算法中,学习率$\eta$ 越小,每次迭代下降的步长越小,轨迹空间越平滑,学习速度越慢,提 $\eta$ 会加快学习速度,但网络权值的变化不稳定。为此,D.E. Rumlhart提出一种,既能加快学习速度,又能保持稳定的改进方法。
The text was updated successfully, but these errors were encountered: