Typed Lambda Calculi and Applications

A ?-to-CL translation for strong normalization.- Typed intermediate languages for shape analysis.- Minimum information code in a pure functional language with data types.- Matching constraints for the Lambda Calculus of Objects.- Coinductive axiomatization of recursive type equality and subtyping.- A simple adequate categorical model for PCF.- Logical reconstruction of bi-domains.- A module calculus for pure type systems.- An inference algorithm for strictness.- Primitive recursion for higher-order abstract syntax.- Eta-expansions in dependent type theory — The calculus of constructions.- Proof nets, garbage, and computations.- Recursion from cyclic sharing: Traced monoidal categories and models of cyclic lambda calculi.- Games and weak-head reduction for classical PCF.- A type theoretical view of Böhm-trees.- Semantic techniques for deriving coinductive characterizations of observational equivalences for ?-calculi.- Schwichtenberg-style lambda definability is undecidable.- Outermost-fair rewriting.- Pomset logic: A non-commutative extension of classical linear logic.- Computational reflection in the calculus of constructions and its application to theorem proving.- Names, equations, relations: Practical ways to reason about new.- An axiomatic system of parametricity.- Inhabitation in typed lambda-calculi (a syntactic approach).- Weak and strong beta normalisations in typed ?-calculi.