Abstract. This paper describes a method of proving strong normalization based on an extension of the conservation theorem. We introduce a structural notion of reduction that we call βS, and we prove that any λ-term that has a βIβS-normal form is strongly β-normalizable. We show how to use this result to prove th
International audienceIn the folklore of linear logic, a common intuition is that the structure of f...
AbstractWe present an evaluation technique for proving strong normalization (SN). We use the techniq...
Avoiding infinite loops is one of the obstacles most computer scientists must fight. Therefore the s...
Abstract: "With the help of continuations, we first construct a transformation T which transforms ev...
AbstractFor some typedλ-calculi it is easier to prove weak normalization than strong normalization. ...
An auxiliary notion of reduction ρ on the λ-terms preserves strong normalisation if all strongly no...
Two new notions of reduction for terms of the λ-calculus are introduced and the question of whether ...
AbstractA new complete characterization of β-strong normalization is given, both in the classical an...
AbstractFor a notion of reduction in a λ-calculus one can ask whether a term satisfies conservation ...
. This paper is part of a general programme of treating explicit substitutions as the primary -calcu...
AbstractA new complete characterization of β-strong normalization is given, both in the classical an...
We give an elementary and purely arithmetical proof of the strong normalization of Parigot’s simply ...
bloo~win.tue.nl· We introduce a calculus of explicit substitutions and prove that terms that are str...
AbstractWe introduce a typed π-calculus where strong normalisation is ensured by typability. Strong ...
We present a somewhat general technique to derive the strong normalisation of some specific terms of...
International audienceIn the folklore of linear logic, a common intuition is that the structure of f...
AbstractWe present an evaluation technique for proving strong normalization (SN). We use the techniq...
Avoiding infinite loops is one of the obstacles most computer scientists must fight. Therefore the s...
Abstract: "With the help of continuations, we first construct a transformation T which transforms ev...
AbstractFor some typedλ-calculi it is easier to prove weak normalization than strong normalization. ...
An auxiliary notion of reduction ρ on the λ-terms preserves strong normalisation if all strongly no...
Two new notions of reduction for terms of the λ-calculus are introduced and the question of whether ...
AbstractA new complete characterization of β-strong normalization is given, both in the classical an...
AbstractFor a notion of reduction in a λ-calculus one can ask whether a term satisfies conservation ...
. This paper is part of a general programme of treating explicit substitutions as the primary -calcu...
AbstractA new complete characterization of β-strong normalization is given, both in the classical an...
We give an elementary and purely arithmetical proof of the strong normalization of Parigot’s simply ...
bloo~win.tue.nl· We introduce a calculus of explicit substitutions and prove that terms that are str...
AbstractWe introduce a typed π-calculus where strong normalisation is ensured by typability. Strong ...
We present a somewhat general technique to derive the strong normalisation of some specific terms of...
International audienceIn the folklore of linear logic, a common intuition is that the structure of f...
AbstractWe present an evaluation technique for proving strong normalization (SN). We use the techniq...
Avoiding infinite loops is one of the obstacles most computer scientists must fight. Therefore the s...