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jermwatt committed Sep 30, 2018
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72 changes: 36 additions & 36 deletions blog_posts/9_Feature_engineer_select/9_2_Scaling.html
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<p>Thus with the aim of standardizing each input direction - also referred to as a <em>feature</em> - we should normalize the $n^{th}$ input dimension of an $N$-input dimensional dataset $\left\{\mathbf{x}_p,y_p\right\}_{p=1}^N$ as</p>
<p>Thus with the aim of standardizing each input direction - also referred to as a <em>feature</em> - we should normalize the $n^{th}$ input dimension of an $N$-input dimensional dataset $\left\{\mathbf{x}_p,y_p\right\}_{p=1}^P$ as</p>
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\end{equation}<p>where $x_{p,n}$ is the $n^{th}$ coordinate of point $\mathbf{x}_p$ and $\mu_n$ and $\sigma_n$ are the mean and standard deviation of the $n^{th}$ dimension of the data, respectively, and are defined as</p>
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2 changes: 1 addition & 1 deletion blog_posts/9_Feature_engineer_select/9_2_Scaling.ipynb
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"Thus with the aim of standardizing each input direction - also referred to as a *feature* - we should normalize the $n^{th}$ input dimension of an $N$-input dimensional dataset $\\left\\{\\mathbf{x}_p,y_p\\right\\}_{p=1}^N$ as \n",
"Thus with the aim of standardizing each input direction - also referred to as a *feature* - we should normalize the $n^{th}$ input dimension of an $N$-input dimensional dataset $\\left\\{\\mathbf{x}_p,y_p\\right\\}_{p=1}^P$ as \n",
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