Practical Inference for Type-Based Termination in a Polymorphic Setting

Author:

Barthe Gilles,Grégoire Benjamin,Pastawski Fernando

Publisher

Springer Berlin Heidelberg

Reference17 articles.

1. Abel, A.: Termination checking with types. RAIRO– Theoretical Informatics and Applications 38, 277–320 (2004)

2. Lecture Notes in Computer Science;R. Amadio,1998

3. Bac, A.: Un algorithme d’inférence de types pour les types coinductifs. Master’s thesis, École Normale Supérieure de Lyon (1998)

4. Barras, B.: Auto-validation d’un système de preuves avec familles inductives. PhD thesis, Université Paris 7 (1999)

5. Barthe, G., Frade, M.J., Giménez, E., Pinto, L., Uustalu, T.: Type-based termination of recursive definitions. Mathematical Structures in Computer Science 14, 97–141 (2004)

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