Combining inference and disinference rules with enumeration for model building (Extended Abstract) (1997)
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@MISC{Caferra97combininginference,
author = {Ricardo Caferra and Nicolas Peltier},
title = {Combining inference and disinference rules with enumeration for model building (Extended Abstract)},
year = {1997}
}
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Abstract
) Ricardo Caferra and Nicolas Peltier Laboratory LEIBNIZ-IMAG 46, Avenue F'elix Viallet 38031 Grenoble Cedex FRANCE Ricardo.Caferra@imag.fr, Nicolas.Peltier@imag.fr Phone: (33) (0)4 76 57 46 59 1 Introduction The possibility of systematic model building in first-order logic exists at least since the introduction of the tableaux method (Hintikka, Beth, Smullyan,: : : ), approximately 40 years ago. Some striking results in interactive model building have been obtained less than 20 years ago [21]. But it is only since less than 10 years that results on model building are regularly published [15, 7, 8, 5, 12, 13, 20, 22]. One important difference must be underlined between proof calculi and model building methods. Different calculi for first-order logic (resolution, tableaux, connection method (matings), : : : ) are potentially able to prove the same class of theorems. In papers on model building methods what is emphasized in general is the class of models that the methods can (or cannot...
