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Otter (3666/ott002) |
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alternate simple view
Country: United States
Designed 1988
for Organized Techniques for Theorem-proving and Effective Research
Resolution-based theorem prover
W. McCune Argonne National Laboratory
Resolution-style theorem-proving program for first-order logic with equality. Otter includes the inference rules binary resolution, hyperresolution, UR-resolution, and binary paramodulation. Some of its other abilities are conversion from first-order formulas to clauses, forward and back subsumption, factoring, weighting, answer literals, term ordering, forward and back demodulation, evaluable functions and predicates, and Knuth-Bendix completion.
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References:
Quaife, A. (1989) Quaife, A. "Automated development of Tarski?s geometry". J. Automated Reasoning, 5(1):97?118, 1989
Quaife, A. (1990) Quaife, A. "Automated Development of Fundamental Mathematical Theories". PhD thesis, University of California at Berkeley, 1990.
Quaife, Art (1992) Quaife, Art "Automated Development of Fundamental Mathematical Theories" Kluwer Acadamic Publishers 1992
McCune, W. and Padmanabhan, R. (1996) McCune, W. and Padmanabhan, R. "Automated Deduction in Equational Logic and Cubic Curves" Springer-Verlag LNCS #1095 1996
Abstract
oNLINE PAGE
Wos, Larry (1996) Wos, Larry "The Automation of Reasoning: An Experimenter's Notebook with Otter Tutorial" Academic Press (1996).
Abstract
Wiedijk, Freek (1998) Wiedijk, Freek "The Fifteen Provers of the World"
Abstract
Larry Wos, with Gail Pieper, (2000) Larry Wos, with Gail Pieper, "A Fascinating Country in the World of Computing: Your Guide to Automated Reasoning", World Scientific 2000
Abstract
Online copy
Kalman, J. A. (2001) Kalman, J. A. "Automated Reasoning with Otter", Rinton Press (2001)
Abstract
Publisher page
McCune, William (2003) McCune, William "Otter 3.3 manual" Mathematics and Computer Science Division Technical Memorandum No. 263 Argonne National Laboratory
Abstract
Online copy
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