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Superposition with Simplification as a Desision Procedure for the Monadic Class with Equality.

L. Bachmair, H. Ganzinger, and U. Waldmann. Kurt Gödel Colloquium, volume 713 of Lecture Notes in Computer Science, page 83-96. Springer, (1993)

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Univ. -Prof. Dr. -Ing. Harald Garrecht University of Stuttgart

Dr. -Ing. Harald Schönberger University of Stuttgart

Dr. phil. Florian Ganzinger University of Stuttgart

Harald Jung University of Stuttgart

Harald Knaus University of Stuttgart

Other publications of authors with the same name

A Superposition Decision Procedure for the Guarded Fragment with Equality.H. Ganzinger, and H. de Nivelle. LICS, page 295-303. IEEE Computer Society, (1999)Relating Semantic and Proof-Theoretic Concepts for Polynominal Time Decidability of Uniform Word Problems.H. Ganzinger. LICS, page 81-90. IEEE Computer Society, (2001)A Resolution-Based Decision Procedure for Extensions of K4.H. Ganzinger, U. Hustadt, C. Meyer, and R. Schmidt. Advances in Modal Logic, page 225-246. CSLI Publications, (1998)Wohin geht die automatische Deduktion?H. Ganzinger, J. Siekmann, and P. Schmitt. KI, 12 (4): 33-37 (1998)Nichtprozedurale Sprachen und Probleme bei ihrer Implementierung (Kurzfassung).H. Ganzinger. GI Jahrestagung (1), volume 126 of Informatik-Fachberichte, page 35. Springer, (1986)An Approach to the Derivation of Compiler Descrition Concepts from the Mathematical Semantics Concept.H. Ganzinger. GI Jahrestagung, volume 19 of Informatik-Fachberichte, page 206-217. Springer, (1979)Description of Parameterized Compiler Modules.H. Ganzinger. GI Jahrestagung, volume 50 of Informatik-Fachberichte, page 11-19. Springer, (1981)SIGPLAN(Paper Session).R. Griswold, H. Ganzinger, B. Buckles, G. Hintze, and K. Jong. ACM Annual Conference, page 409. ACM, (1976)Order-Sorted Completion: The Many-Sorted Way (Extended Abstract).H. Ganzinger. TAPSOFT, Vol.1, volume 351 of Lecture Notes in Computer Science, page 244-258. Springer, (1989)Rewrite Techniques for Transitive RelationsL. Bachmair, and H. Ganzinger. LICS, page 384-393. IEEE Computer Society, (1994)