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Jip J. Dekker 2021-07-26 18:08:32 +10:00
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@ -14,7 +14,7 @@ This is followed by a brief overview of other closely related \glspl{trs}.
Finally, the chapter analyses the existing approach to \gls{rewriting} \minizinc{} and discusses its limitations.
The overview of \cmls{} presented in this chapter supports the research and discussion presented in subsequent chapters.
In the remainder of this chapter we first, in \cref{sec:back-intro} introduce the reader to \cmls{} and their purpose.
In the remainder of this chapter, we first introduce the reader to \cmls{} and their purpose.
\Cref{sec:back-minizinc} summarizes the syntax and functionality of \minizinc{}, the \cml{} used within this thesis.
In \cref{sec:back-solving} we discuss how \gls{cp}, \gls{mip}, and \gls{sat} are used to solve a \gls{slv-mod}.
\Cref{sec:back-other-languages} introduces alternative \cmls{} and compares their functionality to \minizinc{}.

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@ -118,7 +118,7 @@ Although this method requires \solvers{} to be slightly extended, it eliminates
Only a single \gls{slv-mod} is created.
The changes to the \gls{slv-mod} are iteratively applied within the \solver{}.
In our experiments, we have shown that his method is highly effective.
In our experiments, we have shown that this method is highly effective.
Even compared to an ``oracle'' approach, where the changes are merely read and not computed, this approach is only slightly slower.
Meanwhile, the time required to rewrite the \gls{meta-optimization} descriptions is negligible.