Recent questions tagged go_yt_dpp_ml_day1

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Suppose the original linear regression gives the best weight as $w^*$.Now, we $\textbf{multiply every input feature by}$ $c$, but keep the output $y$ unchangedWhat will b...
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Suppose the original loss is $\operatorname{Loss}(w)$, and we define:$$\operatorname{NewLoss}(w)=\log (\operatorname{Loss}(w))$$If $\log$ is a strictly increasing functio...
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Consider the weighted linear regression loss:$$W R S S(w)=\sum_{i=1}^n r_i\left(w x^{(i)}-y^{(i)}\right)^2$$where $r_i$ is the weight (importance) of the $i$-th training ...
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Consider the following two regression models:$$\begin{aligned}& \text { Model 1: } \hat{y}=w^2 x+w x \\& \text { Model 2: } \hat{y}=w x\end{aligned}$$Suppose we have limi...
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Consider the loss function$$L(w, b)=\sum_{i=1}^N\left(\left(w x_i+b\right)-y_i\right)^2$$Find the partial derivative of $L$ with respect to $b$. $\frac{\partial L}{\parti...
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