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Pair example

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JanUlrich 2024-04-10 11:27:53 +02:00
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introduction.tex
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@ -584,14 +584,23 @@ compare(p); // Error
Our type inference algorithm is not able to solve this example. Our type inference algorithm is not able to solve this example.
When we convert this to \TamedFJ{} and generate constraints we end up with: When we convert this to \TamedFJ{} and generate constraints we end up with:
%TODO: Finish this example! does it work?
\begin{lstlisting}[style=tamedfj] \begin{lstlisting}[style=tamedfj]
let x = l in let m = make(x) in compare(m) let m = let x = l in make(x) in compare(m)
\end{lstlisting} \end{lstlisting}
\begin{constraints} \begin{constraintset}$
\wctype{\rwildcard{X}}{List}{\rwildcard{X}} \lessdot \ntv{x},
\ntv{x} \lessdotCC \exptype{List}{\wtv{a}}
\exptype{Pair}{\wtv{a}, \wtv{a}} \lessdot \ntv{m}, %% TODO: Mark this constraint
\ntv{m} \lessdotCC \exptype{Pair}{\wtv{b}, \wtv{b}}
$\end{constraintset}
\end{constraints} $\ntv{x}$ will get the type $\wctype{\rwildcard{X}}{List}{\rwildcard{X}}$ and
from the constraint
$\wctype{\rwildcard{X}}{List}{\rwildcard{X}} \lessdot \exptype{List}{\wtv{a}}$
\unify{} deducts $\wtv{a} \doteq \rwildcard{X}$ leading to
$\exptype{Pair}{\rwildcard{X}, \rwildcard{X}} \lessdot \ntv{m}$.
Finding a supertype to $\exptype{Pair}{\rwildcard{X}, \rwildcard{X}}$ is the crucial part.
%TODO %TODO
\begin{lstlisting}[style=letfj] \begin{lstlisting}[style=letfj]