Add T-Elvis rule
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@ -12,6 +12,17 @@
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Constraint generation step is the same as in \cite{TIforFGJ} except for field access and method invocation.
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Here \fjtype{} generates capture constraints instead of normal subtype constraints.
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Subtype constraints are created according to the type rules defined in section \ref{sec:tifj}.
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The \typeExpr{} function creates constraints for a given expression.
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$\begin{array}{c}
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\typeExpr(\texttt{t}_1, \ntv{b}) = C_l \quad \quad \typeExpr(\texttt{t}_2, \ntv{c}) = C_l \quad \quad \ntv{b}, \ntv{c} \ \text{fresh}
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\\
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\hline
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\typeExpr(\texttt{t}_1 \texttt{?:} \texttt{t}_2, \tv{a}) = C_l \cup C_r \cup \set{\ntv{b} \lessdot \tv{a}, \ntv{c} \lessdot \tv{a}}
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\end{array}
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$
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The constraint generation step cannot determine if a capture conversion is needed for a field access or a method call.
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Those statements produce $\lessdotCC$ constraints which signal the \unify{} algorithm that they qualify for a capture conversion.
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@ -18,6 +18,8 @@ class List<A> {
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}
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\end{verbatim}
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%The rules depicted here are type inference rules. It is not possible to derive a distinct typing from a given input program.
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%The T-Elvis rule mimics the type judgement of a branch expression like \texttt{if-else}.
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%and is solely used for examples.
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The calculus does not include method overriding for simplicity reasons.
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