In the setting of the previous exercise, let (W=L varepsilon), where (L) is a Boolean matrix. Show
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In the setting of the previous exercise, let \(W=L \varepsilon\), where \(L\) is a Boolean matrix. Show that \(W\) is a process defined on general planar regions and that it coincides with the process described at the end of Sect. 16.9.1.
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