Rewriting and Typed Lambda Calculi

Process Types as a Descriptive Tool for Interaction: Control and the Pi-Calculus.- Concurrent Programming Languages and Methods for Semantic Analyses (Extended Abstract of Invited Talk).- Unnesting of Copatterns.- Proving Confluence of Term Rewriting Systems via Persistency and Decreasing Diagrams.- Predicate Abstraction of Rewrite Theories.- Unification and Logarithmic Space.- Ramsey Theorem as an Intuitionistic Property of Well Founded Relations.- A Model of Countable Nondeterminism in Guarded Type Theory.- Cut Admissibility by Saturation.- Automatic Evaluation of Context-Free Grammars (System Description).- Tree Automata with Height Constraints between Brothers.- A Coinductive Confluence Proof for Infinitary Lambda-Calculus.- An Implicit Characterization of the Polynomial-Time Decidable Sets by Cons-Free Rewriting.- Preciseness of Subtyping on Intersection and Union Types.- Abstract Datatypes for Real Numbers in Type Theory.- Self Types for Dependently Typed Lambda Encodings.- First-Order Formative Rules.- Automated Complexity Analysis Based on Context-Sensitive Rewriting.- Amortised Resource Analysis and Typed Polynomial Interpretations.- Confluence by Critical Pair Analysis.- Proof Terms for Infinitary Rewriting.- Construction of Retractile Proof Structures.- Local States in String Diagrams.- Reduction System for Extensional Lambda-mu Calculus.- The Structural Theory of Pure Type Systems.- Applicative May- and Should-Simulation in the Call-by-Value Lambda Calculus with AMB.- Implicational Relevance Logic is 2-ExpTime-Complete.- Near Semi-rings and Lambda Calculus.- All-Path Reachability Logic.- Formalizing Monotone Algebras for Certification of Termination and Complexity Proofs.- Conditional Confluence (System Description).- Nagoya Termination Tool.- Termination of Cycle Rewriting.