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bench.tex

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@@ -61,7 +61,7 @@ \subsection{Comparing Algorithms in the \haskell Implementation}
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We consider five variants of the Haskell implementation.
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\begin{itemize}
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\item \textbf{McIlroy} our implementation of \citet{DBLP:journals/jfp/McIlroy99}.
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\item \textbf{McIlroy} our implementation of \citet{DBLP:journals/jfp/McIlroy04}.
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\item The \textbf{seg} implementation uses the infinite list-based segmented
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representation throughout (\cref{sec:segm-repr}).
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\item The \textbf{segConv} implementation additionally

motivation.tex

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@@ -170,7 +170,7 @@ \subsection{Brief Intermezzo on Formal Languages}
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\subsection{McIlroy's Approach}
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\label{sec:naive-approach}
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\citet{DBLP:journals/jfp/McIlroy99} enumerates the words of a regular language as a
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\citet{DBLP:journals/jfp/McIlroy04} enumerates the words of a regular language as a
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strictly increasingly ordered infinite stream using Haskell. A key insight is to use the
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length-lexicographic ordering on words, which is defined by $u \lleq v$ if $|u|<|v|$ or
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$|u|=|v|$ and $u\le v$ in the usual lexicographic ordering. Here is a definition in Haskell.\footnote{The type

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