Each function application node in the program generates a subtyping constraint, which re- quires that the actual argument's type be a subtype of the function ...
Recommendations · Type inference for record concatenation and subtyping. Record concatenation, multiple inheritance, and multiple-object cloning are closely ...
Each function application node in the program generates a subtyping constraint, which re- quires that the actual argument's type be a subtype of the funct,ion ...
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One of our goals is to investigate whether the strengths of dynamic typing can be combined with the strengths of sub- typing. Our results are positive: We ...
From a purely theoretical point of view, type inference for a functional language with parametric polymorphism and subtyping poses little difficulty.
Constrained type inference systems are a natural generalization of Hindley/Milner type inference to languages with subtyping. This paper develops several ...
While the results in Section 3 provide a general framework for type inference in the presence of subtypes, it should be dear that types of the form shown above ...
A general framework based on untyped lambda calculus provides a simple semantic model of subtyping and is used to demonstrate that an extension of Curry's type ...
A general framework based on untyped lambda calculus provides a simple semantic model of subtyping and is used to demonstrate that an extension of Curry's.
The ground algebra is a logical model for interpreting constraints and type schemes. It consists in a set of ground terms and two binary relations: a subtyp ...