What is the set $\{h_{w,b}(x)=[[\langle w,x\rangle >b ]]\mid w\in \mathbb{R}^d\}$

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In particular to the topic, what does $h_{w,b}(x)=[[\langle w,x\rangle > b]]$ means?

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In the course the lecturer uses it for indicators, which means $[[\langle w,x\rangle >b]]=\begin{cases}1& \langle w,x\rangle >b\\0& otherwise\end{cases}$