FLoC Plenary Talk | |
Formal Verification of Infinite State Systems Using Boolean Methods | p. 1 |
Constraints and Optimization | |
Solving Partial Order Constraints for LPO Termination | p. 4 |
Computationally Equivalent Elimination of Conditions | p. 19 |
On the Correctness of Bubbling | p. 35 |
Propositional Tree Automata | p. 50 |
Equational Reasoning | |
Generalizing Newman's Lemma for Left-Linear Rewrite Systems | p. 66 |
Unions of Equational Monadic Theories | p. 81 |
Modular Church-Rosser Modulo | p. 96 |
System Verification | |
Hierarchical Combination of Intruder Theories | p. 108 |
Feasible Trace Reconstruction for Rewriting Approximations | p. 123 |
Invited Talk | |
Javier Esparza: Rewriting Models of Boolean Programs | p. 136 |
Lambda Calculus | |
Syntactic Descriptions: A Type System for Solving Matching Equations in the Linear [Lambda]-Calculus | p. 151 |
A Terminating and Confluent Linear Lambda Calculus | p. 166 |
A Lambda-Calculus with Constructors | p. 181 |
Structural Proof Theory as Rewriting | p. 197 |
Theorem Proving | |
Checking Conservativity of Overloaded Definitions in Higher-Order Logic | p. 212 |
Certified Higher-Order Recursive Path Ordering | p. 227 |
Dealing with Non-orientable Equations in Rewriting Induction | p. 242 |
System Descriptions | |
TPA: Termination Proved Automatically | p. 257 |
RAPT: A Program Transformation System Based on Term Rewriting | p. 267 |
The CL-Atse Protocol Analyser | p. 277 |
Slothrop: Knuth-Bendix Completion with a Modern Termination Checker | p. 287 |
Invited Talk | |
Jurgen Giesl: Automated Termination Analysis for Haskell: From Term Rewriting to Programming Languages | p. 297 |
Termination | |
Predictive Labeling | p. 313 |
Termination of String Rewriting with Matrix Interpretations | p. 328 |
Decidability of Termination for Semi-constructor TRSs, Left-Linear Shallow TRSs and Related Systems | p. 343 |
Proving Positive Almost Sure Termination Under Strategies | p. 357 |
Higher-Order Rewriting and Unification | |
A Proof of Finite Family Developments for Higher-Order Rewriting Using a Prefix Property | p. 372 |
Higher-Order Orderings for Normal Rewriting | p. 387 |
Bounded Second-Order Unification Is NP-Complete | p. 400 |
Author Index | p. 415 |
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