= Dirichlet boundary values of the SLE angle process
{c}
{title2=$h_t=\pi\,\omega_{D_t}(\,\cdot\,,S_t^-)$}
For the <SLE angle process>, the bounded <Dirichlet problem> on the unbounded surviving domain has data $\pi$ on the intrinsic boundary mapped to the left of the <Loewner driving function> and zero on the boundary mapped to its right. For a simple <Loewner trace> these are its left and right banks, with the negative and positive real rays respectively. The tip is a discontinuity point of the boundary data.
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