From a6df82004007c45baff9fd293dc99c586bdee593 Mon Sep 17 00:00:00 2001 From: benjas <909336740@qq.com> Date: Fri, 1 Jan 2021 09:42:39 +0800 Subject: [PATCH] Add Residual network of ResNet --- 深度学习入门/assets/1609386518724.png | Bin 0 -> 71172 bytes 深度学习入门/assets/1609463898618.png | Bin 0 -> 76982 bytes 深度学习入门/assets/1609464833488.png | Bin 0 -> 91200 bytes 深度学习入门/assets/1609464902930.png | Bin 0 -> 55726 bytes 深度学习入门/assets/1609465049960.png | Bin 0 -> 228698 bytes 深度学习入门/assets/1609465201423.png | Bin 0 -> 138727 bytes .../assets/2021010109030000.gif | Bin 0 -> 59741 bytes .../第三章——卷积神经网络.md | 63 +++++++++++++++++- 8 files changed, 62 insertions(+), 1 deletion(-) create mode 100644 深度学习入门/assets/1609386518724.png create mode 100644 深度学习入门/assets/1609463898618.png create mode 100644 深度学习入门/assets/1609464833488.png create mode 100644 深度学习入门/assets/1609464902930.png create mode 100644 深度学习入门/assets/1609465049960.png create mode 100644 深度学习入门/assets/1609465201423.png create mode 100644 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zhXz(+ujo)I8D_?n^$ts7&aIfvM&X^W9G)>U2mtpo$4kRb+>toQ{Ehk~N>`_zSJhd- zZ0KCJu7wQ4&7Aw@A+Io7zsyzP&4w`8i*c6rc3#b!RiA&%E~@76scK=barhvppo{nJ z&14{;zjOk!+T~`hqKewZ-HxODx^2r-7}wHo)RxAfDQBd{tzOSIu~P-Hk_eo-Wij%o zPxryi$I~&Mx(FmbN?v*u&xSo)AV*84!;f|lBSvrKLROHzKRE0#*mo&c8q{Aqp{}dn zv@j|17R%9?3=q20Lm#q%`4$tnXM4o<1?6l|1%S-kSt~JJ`-2Jh%u+608BZLtx%9}5 zJD7QisX^l&rI+d5JT<%WK#;HNtn+TEUuxaQ=o0@WYc<=)kFK{v<;QP--l^fHtvg=Q zR5kOPM3rg=tp$7Ac?t9$j%7p z+HNY(=gaD8@b#VU?;vg8@1^{QQ#bqCGXK%-zW({MaKm2O$uDy7`qTeD-cYx0y-#@Z z(5&!_4c$}pq5$uI{nPK;%sQP;* 减少长宽以减少数据量的体积。 + +最大池化MAX POOLING: + +![2021010109030000](assets/2021010109030000.gif) + +- 如上图,从可选中,选出最大的值。为什么选择最大的值,因为前面是有权重W相乘的,还记得前面的W0和W1吗,如果计算完成得到的结果最大,那说明该结果是最重要的,所以这里选最大的,即挑最重要的。 + +- 体积也从上图的2×2矩阵变成4×4的矩阵 + +- 除了最大池化还有平均池化,不过平均池化基本没人用,既然有最好的结果,就应该拿最好的。 + +- 池化层没有结果任何计算,只是选最大的 + + + +#### 整体网络架构 + +只有带参数的才能算层,Relu和池化不算 + +![1609463898618](assets/1609463898618.png) + +将一张图,通过不断卷积、池化、最后变成一条向量,接上全连接层,进行分类。 + + + +#### 残差网络ResNet + +深度网络遇到的问题:越大的层数理论上意味着越好,但实际是这样吗?下面是一组很早前测试的图 + +![1609464833488](assets/1609464833488.png) + +> 左边的训练集和右边的预测集都是20层的反而比56层的好,那么说明多出的36层起负作用。 + +解决方案: + +![1609464902930](assets/1609464902930.png) + +> 我们还是跟原来一样增加层数,但在此基础上增加残差,也就是如果多的一层网络效果并不比上一层好,那么依然使用上一层的结果,可以看到X直接跳过了两层,这样就能保证了效果一定是越来越好的。 + +传统神经网络和Resnet的对比 + +![1609465049960](assets/1609465049960.png) + +> ResNet是层数越多效果越好。 + +下图是某个比赛中,冠军方案使用ResNet的层数是152层,第二名的22层有6.7的残差,而第一名的152层只有3.57的残差,相差近一倍的效果 + +![1609465201423](assets/1609465201423.png) + +> 当然层数越多,可能收益越少,但是保证残差一定是小于等于之前的低层数,也就是结果一定是向好的发展。 +

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