Ergo: a theorem prover for polymorphic first-order logic modulo theories

  • Conchon S
  • Contejean E
  • Kanig J
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Abstract

Ergo is a little engine of proof dedicated to program verification. It fully supports quantifiers and directly handles polymorphic sorts. Its core component is CC(X), a new combination scheme for the theory of uninterpreted sym- bols and a built-in theory X. Its architecture is highly modular and it consists only of 3000 lines of Ocaml code. It is currently used to prove correctness of C and Java programs.

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APA

Conchon, S., Contejean, E., & Kanig, J. (2006). Ergo: a theorem prover for polymorphic first-order logic modulo theories. Artigo Sobre o Ergo. Disponível Em:< Http://Ergo. Lri. Fr/Papers/Ergo. Ps>. Acesso Em, 17. Retrieved from http://ergo.lri.fr/papers/ergo.ps

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