ElementaryAffineLogic(EAL)isavariantofLinearLogiccharacterizingthecomputa- tional power of the elementary bounded Turing machines. The EAL Type Inference problem is the problem of automatically assigning to terms of -calculus EAL formulas as types. This problem, re- stricted to the propositional fragment of EAL, is proved to be decidable, and an algorithm is shown, building, for every -term, either a negative answer or a finite set of type schemata, from which all and only its typings can be derived, through suitable operations
In a previous work Baillot and Terui introduced Dual light affine logic(DLAL) as a variant of Light ...
This paper proves undecidability of type checking and type inference problems in some variants of ty...
Type inference for the \lambda-calculus with records was investigated by Remy and also by Wand. ...
Elementary A#ne Logic (EAL) is a variant of the Linear Logic characterizing the computational power ...
We give a new type inference algorithm for typing lambda-terms in Elementary Affine Logic (EAL), whi...
Abstract. We give a new type inference algorithm for typing lambda-terms in Elementary Affine Logic ...
We propose a type inference algorithm for lambda terms in elementary affine logic (EAL). The algorit...
The so-called light logics have been introduced as logical systems enjoying quite remarkable normali...
We study the type inference problem for the Soft Type Assignment system (STA) for lambda-calculus in...
International audienceWe study the type checking and type inference problems for intuitionistic line...
The so-called light logics have been introduced as logical systems enjoyingquite remarkable normaliz...
We present a polymorphic type system for lambda calculus ensuring that well-typed programs can be ex...
Abstract. We study the type inference problem for the Soft Type As-signment system (STA) for λ-calcu...
MasterBased on the close relation between functional languages and hardware circuits, lλ provides a ...
We present a general algorithm for solving systems of inclusion constraints over type expressions. T...
In a previous work Baillot and Terui introduced Dual light affine logic(DLAL) as a variant of Light ...
This paper proves undecidability of type checking and type inference problems in some variants of ty...
Type inference for the \lambda-calculus with records was investigated by Remy and also by Wand. ...
Elementary A#ne Logic (EAL) is a variant of the Linear Logic characterizing the computational power ...
We give a new type inference algorithm for typing lambda-terms in Elementary Affine Logic (EAL), whi...
Abstract. We give a new type inference algorithm for typing lambda-terms in Elementary Affine Logic ...
We propose a type inference algorithm for lambda terms in elementary affine logic (EAL). The algorit...
The so-called light logics have been introduced as logical systems enjoying quite remarkable normali...
We study the type inference problem for the Soft Type Assignment system (STA) for lambda-calculus in...
International audienceWe study the type checking and type inference problems for intuitionistic line...
The so-called light logics have been introduced as logical systems enjoyingquite remarkable normaliz...
We present a polymorphic type system for lambda calculus ensuring that well-typed programs can be ex...
Abstract. We study the type inference problem for the Soft Type As-signment system (STA) for λ-calcu...
MasterBased on the close relation between functional languages and hardware circuits, lλ provides a ...
We present a general algorithm for solving systems of inclusion constraints over type expressions. T...
In a previous work Baillot and Terui introduced Dual light affine logic(DLAL) as a variant of Light ...
This paper proves undecidability of type checking and type inference problems in some variants of ty...
Type inference for the \lambda-calculus with records was investigated by Remy and also by Wand. ...