Vlad Rusu
Proceedings of the 12th International Workshop on Rewriting Logic and Its Applications
WRLA, 2018.
@proceedings{WRLA-2018,
doi = "10.1007/978-3-319-99840-4",
editor = "Vlad Rusu",
isbn = "['978-3-319-99839-8', '978-3-319-99840-4']",
publisher = "{Springer}",
series = "{Lecture Notes in Computer Science}",
title = "{Proceedings of the 12th International Workshop on Rewriting Logic and Its Applications}",
volume = 11152,
year = 2018,
}
Contents (14 items)
- WRLA-2018-GaravelTA
- Benchmarking Implementations of Term Rewriting and Pattern Matching in Algebraic, Functional, and Object-Oriented Languages - The 4th Rewrite Engines Competition (HG, MAT, ISA), pp. 1–25.
- WRLA-2018-Escobar
- Multi-paradigm Programming in Maude (SE), pp. 26–44.
- WRLA-2018-Riesco
- MUnit: A Unit Framework for Maude (AR0), pp. 45–58.
- WRLA-2018-MartinVM
- Parameterized Programming for Compositional System Specification (ÓM, AV, NMO), pp. 59–75.
- WRLA-2018-DuranRS
- Symbolic Specification and Verification of Data-Aware BPMN Processes Using Rewriting Modulo SMT (FD, CR, GS), pp. 76–97.
- WRLA-2018-DuranEEMMT
- Associative Unification and Symbolic Reasoning Modulo Associativity in Maude (FD, SE, SE, NMO, JM, CLT), pp. 98–114.
- WRLA-2018-OlartePR
- Proving Structural Properties of Sequent Systems in Rewriting Logic (CO, EP, CR), pp. 115–135.
- WRLA-2018-LiuOWM
- Formal Modeling and Analysis of the Walter Transactional Data Store (SL0, PCÖ, QW0, JM), pp. 136–152.
- WRLA-2018-GenetGHC
- Extending Timbuk to Verify Functional Programs (TG, TG, TH, SLC), pp. 153–163.
- WRLA-2018-Meseguer
- Generalized Rewrite Theories and Coherence Completion (JM), pp. 164–183.
- WRLA-2018-DuranMR
- Proving Ground Confluence of Equational Specifications Modulo Axioms (FD, JM, CR), pp. 184–204.
- WRLA-2018-DownenJA
- Uniform Strong Normalization for Multi-discipline Calculi (PD, PJF, ZMA), pp. 205–225.
- WRLA-2018-Ramirez0RV
- Real-Time Rewriting Logic Semantics for Spatial Concurrent Constraint Programming (SR, MR0, CR, FV), pp. 226–244.
- WRLA-2018-BoichutPR
- Approximating Any Logic Program by a CS-Program (YB, VP, PR), pp. 245–260.