ReID
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机器学习的一点笔记(其实只是拿来练一下公式输入)
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现实中很多数据其实都有时序结构的
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In machine learing, precision and recall are two standards to evaluate a model , but why precision and recall can make such a useful work? Here are the answers
When we want to train a classifier to classify the disease on the patient, you train a classifier $f_{\vec{w},b}(\vec{x})$ ($y=1$ if disease present,$y=0$ otherwise)
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终于遇到好天气
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Divided into part procession , Diffusion Model has a “Forward Process” and a “Reverse Process”.
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在之前我们对图像进行卷积操作时,例如检测边界 (0与1的边界) 
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Look at this J funciton: \(J(\vec{w},b)=\frac{1}{2m}\sum^m_{i=1}(f_{\vec{m},b}\vec({x}^{(i)})-y^{(i)})^2+\frac{\lambda}{2m}\sum^n_{j=1}w^2_j\)
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在认识VAE之前,先得了解一下AE(Auto-Encoder)是什么东西?
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在卷积神经网络中,感受野的定义是:卷积神经网络每一层输出的特征图(feature map)上的像素点在原始图像上映射的区域大小。
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昨晚被Johnny Zhu问了一下交叉熵是啥东西,发现自己确实是学了如学,只学了个名字,所以重新整理一下
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机器学习的一点笔记(其实只是拿来练一下公式输入)