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Fix typos
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@ -84,7 +84,7 @@
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\indenttbox
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\indenttbox
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\begin{remark}
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\begin{remark}
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Recall is monotonically decreasing, while precision can both decrease and increase.
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Recall is monotonically increasing, while precision can both decrease and increase.
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\end{remark}
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\end{remark}
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\end{example}
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\end{example}
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@ -53,7 +53,7 @@
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\end{figure}
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\end{figure}
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\item[Depth comparison features] \marginnote{Depth comparison features}
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\item[Depth comparison features] \marginnote{Depth comparison features}
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Given a depth image $D$ and the offsets $\theta = (\Delta p, \Delta n)$, each pixel $x$ of $D$ produces a feature as follows:
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Given a depth image $D$ and the offsets $\theta = (\Delta p, \Delta n)$, each pixel $x$ of $D$ produces a set features of form:
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\[ f(x; D, (\Delta p, \Delta n)) = D\left[ x + \frac{\Delta p}{D[x]} \right] - D\left[ x + \frac{\Delta n}{D[x]} \right] \]
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\[ f(x; D, (\Delta p, \Delta n)) = D\left[ x + \frac{\Delta p}{D[x]} \right] - D\left[ x + \frac{\Delta n}{D[x]} \right] \]
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In other words, each $x$ is described by the difference in depth between two points offset from $x$. The depth at background pixels is a large positive number.
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In other words, each $x$ is described by the difference in depth between two points offset from $x$. The depth at background pixels is a large positive number.
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