Cover image for Typed Lambda Calculi and Applications 8th International Conference,TLCA 2007, Paris, France,June 26-28, 2007. Proceedings
Typed Lambda Calculi and Applications 8th International Conference,TLCA 2007, Paris, France,June 26-28, 2007. Proceedings
Title:
Typed Lambda Calculi and Applications 8th International Conference,TLCA 2007, Paris, France,June 26-28, 2007. Proceedings
Author:
Rocca, Simona Ronchi. editor.
ISBN:
9783540732280
Physical Description:
X, 400 p. online resource.
Series:
Lecture Notes in Computer Science, 4583
Contents:
On a Logical Foundation for Explicit Substitutions -- From Proof-Nets to Linear Logic Type Systems for Polynomial Time Computing -- Strong Normalization and Equi-(Co)Inductive Types -- Semantics for Intuitionistic Arithmetic Based on Tarski Games with Retractable Moves -- The Safe Lambda Calculus -- Intuitionistic Refinement Calculus -- Computation by Prophecy -- An Arithmetical Proof of the Strong Normalization for the ?-Calculus with Recursive Equations on Types -- Embedding Pure Type Systems in the Lambda-Pi-Calculus Modulo -- Completing Herbelin’s Programme -- Continuation-Passing Style and Strong Normalisation for Intuitionistic Sequent Calculi -- Ludics is a Model for the Finitary Linear Pi-Calculus -- Differential Structure in Models of Multiplicative Biadditive Intuitionistic Linear Logic -- The Omega Rule is -Complete in the ??-Calculus -- Weakly Distributive Domains -- Initial Algebra Semantics Is Enough! -- A Substructural Type System for Delimited Continuations -- The Inhabitation Problem for Rank Two Intersection Types -- Extensional Rewriting with Sums -- Higher-Order Logic Programming Languages with Constraints: A Semantics -- Predicative Analysis of Feasibility and Diagonalization -- Edifices and Full Abstraction for the Symmetric Interaction Combinators -- Two Session Typing Systems for Higher-Order Mobile Processes -- An Isomorphism Between Cut-Elimination Procedure and Proof Reduction -- Polynomial Size Analysis of First-Order Functions -- Simple Saturated Sets for Disjunction and Second-Order Existential Quantification -- Convolution -Calculus.
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