Add H_overlap to figure
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@@ -625,9 +625,12 @@ and after decoding all windows we will therefore have committed all \acp{vn}.
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:= \mathcal{J}_\text{win}^{(\ell)} \setminus
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:= \mathcal{J}_\text{win}^{(\ell)} \setminus
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\mathcal{J}_\text{commit}^{(\ell)}$};
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\mathcal{J}_\text{commit}^{(\ell)}$};
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\node at ($(a00)!0.5!(b01)$)
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\node[align=center] at ($(a00)!0.5!(b01)$)
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{$\left(\bm{H}_\text{DEM}\right)_{\mathcal{J}_\text{overlap}^{(\ell)},
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{%
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\mathcal{I}_\text{commit}^{(\ell)}}$};
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$\bm{H}_\text{overlap}^{(\ell)}$ \\[3mm]
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$= \left(\bm{H}_\text{DEM}\right)_{\mathcal{J}_\text{overlap}^{(\ell)},
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\mathcal{I}_\text{commit}^{(\ell)}}$%
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};
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\end{tikzpicture}
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\end{tikzpicture}
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\caption{Visual representation of notation for window splitting.}
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\caption{Visual representation of notation for window splitting.}
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