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Paulson, Lawrence C.
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Machine learning for first-order theorem proving
Bridge J., Holden S., Paulson L. Journal of Automated Reasoning 53(2): 141-172, 2014. Type: Article, Reviews: (2 of 2)
Bridge and colleagues have developed a methodology of machine learning for theorem proving that uses real-valued features of the problem at hand and determines in a rigorous manner and with fewer preconceptions the possible connections...
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Jul 22 2015
Machine learning for first-order theorem proving
Bridge J., Holden S., Paulson L. Journal of Automated Reasoning 53(2): 141-172, 2014. Type: Article, Reviews: (1 of 2)
Automatic theorem provers, which today are no longer new things, can be said to be powerful tools in, for example, high-assurance design and verification of systems. Humans certainly need theorem provers’ help for many types ...
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Jun 29 2015
Isabelle/HOL: a proof assistant for higher-order logic
Nipkow T., Paulson L., Wenzel M., Springer-Verlag, London, UK, 2002. 218 pp. Type: Book (9783540433767)
Machine-assisted proof has reached maturity with a number of systems, including higher-order logic (HOL), Isabelle, Coq, prototype verification system (PVS), and a computational logic for applicative common Lisp (ACL2), amongst others...
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Sep 25 2002
Mechanizing UNITY in Isabelle
Paulson L. ACM Transactions on Computational Logic 1(1): 3-32, 2000. Type: Article
Much work in computational logic and distributed computing has centered upon the development of tools and techniques for the design and verification of concurrent systems. Two of the best-known efforts in this direction are Lamport&...
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Jul 1 2000
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