Titlebook: Rewriting and Typed Lambda Calculi; Joint International Gilles Dowek Conference proceedings 2014 Springer International Publishing Switzer

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Catheter

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Concurrent Programming Languages and Methods for Semantic Analyses (Extended Abstract of Invited Talence, observing may- and should-convergence, and by adapting known techniques from deterministic programs to non-determinism and concurrency. The techniques are context lemmata, diagram techniques, applicative similarities, infinite tree reductions, and translations. The results are equivalences, c

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Proving Confluence of Term Rewriting Systems via Persistency and Decreasing Diagrams,belling (van Oostrom, 2008), it can also be applied directly to prove confluence of some linear term rewriting systems (TRSs) automatically. Some efforts for extending the rule-labelling are known, but non-left-linear TRSs are left beyond the scope. Two methods for automatically proving confluence o

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Unification and Logarithmic Space,dge between unification and complexity classes is inspired from proof theory and more specifically linear logic and Geometry of Interaction..We show how unification can be used to build a model of computation by means of specific subalgebras associated to finite permutation groups..We then prove tha

Incorruptible

Ramsey Theorem as an Intuitionistic Property of Well Founded Relations, pairs we call .-closure Theorem. .-closure is a property of well-founded relations, intuitionistically provable, informative, and simple to use in intuitionistic proofs. Using our intuitionistic version of Ramsey Theorem we intuitionistically prove the Termination Theorem by Poldenski and Rybalchen

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A Model of Countable Nondeterminism in Guarded Type Theory,. of sheaves over ... In contrast to earlier work on abstract step-indexed models, we not only construct the logical relations in the guarded type theory, but also give an internal proof of the adequacy of the model with respect to standard contextual equivalence. To state and prove adequacy of the