| R. Caferra, M. Herment, and N. Zabel. User-oriented theorem proving with the ATINF graphic proof editor. In Fundamentals of Artificial Intelligence Research, pages 2--10. Springer, LNCS 535, 1991. |
.... of equality and to the transformation into clausal form (which does not preserve the models) The model builder used to deal with this formula is an enumeration based system for building infinite Herbrand models, represented by using equational formulae, developed in the inference laboratory Atinf [2,13]. The model building process is divided into two steps. 1. A simplifying step that reduces significantly the search space; it is interactive. 2. A model building step done using the EQMC software [3,13] in a purely automatic way. 2 Simplifying the Problem 2.1 Skolemizing Only Some Variables We ....
R. Caferra, M. Herment, and N. Zabel. User-oriented theorem proving with the ATINF graphic proof editor. In Fundamentals of Artificial Intelligence Research, pages 2--10. Springer, LNCS 535, 1991.
....for building finite models FMC Atinf is a running software implementing our approach. In its present state, it is a prototype whose main goal is to allow the evaluation of the practical interest of the proposed method. It is written in C and is part of our inference laboratory Atinf (see [9, 8]) Currently, we improve the performances of its key components. FMC Atinf allows the user to specify the problem as a set of first order formulae. Sort symbols are of course allowed. The algorithm is controlled by a set of parameters, allowing for example to specify the order on the cells, to ....
R. Caferra, M. Herment, and N. Zabel. User-oriented theorem proving with the ATINF graphic proof editor. In Fundamentals of Artificial Intelligence Research, pages 2--10. Springer, LNCS 535, 1991.
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Ricardo Caferra, Michel Herment and Nicolas Zabel. User--oriented theorem proving with the Atinf graphic proof editor. In Ph. Jorrand, editor, Proceedings of Fundamentals of Artificial Intelligence (FAIR '91) Bratislava, September 1991. Springer Lectures Notes in Artificial Intelligence.
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Caferra et al., 1991 Caferra, R., Herment, M., and Zabel, N. (1991). User--oriented theorem proving with the atinf graphic proof editor. In Proceedings of Fundamentals of Artificial Intelligence (FAIR '91) (Jorrand, P. and Kelemen, J., eds), Smolenice, Czechoslovakia. Springer Lecture Notes in Artificial Intelligence 535.
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