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[TI] Compact: Fixes
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@@ -9,6 +9,11 @@ and repeat until we only have the new symbol, at which point we accept, or there
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The Turing Machines have an accepting $\qacc$ and a rejecting state $\qrej$ and a configuration is an element of
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$\{ \{ \cent \}\cdot \Gamma^* \cdot Q \cdot \Gamma^+ \cup Q \cdot \{ \cent \} \cdot \Gamma^+ \}$ with $\cdot$ being the concatenation and $\cent$ the marker of the start of the band.
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\rmvspace
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\begin{align*}
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\cL_{RE} & = \{ L(M) \divides M \text{ is a TM} \}\\
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\cL_R & = \{ L(M) \divides M \text{ is a TM and it always halts} \}
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\end{align*}
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\subsection{Multi-tape TM and Church's Thesis}
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