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Abstract: this paper is to present a "finer" homogenization process for multi-adjoint logic programs such that conjunctors which are built as ordinal sums of product, Godel and Lukasiewicz t-norms are decomposed into its components so that, as a result, the original neural approach is still applicable (Update)
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BibTeX entry: (Update)
@misc{ moreno-extended,
author = "Jesus Medina Moreno and Manuel Ojeda Aciego",
title = "Extended Homogenization for Multi-Adjoint Logic Programs",
url = "citeseer.ist.psu.edu/683686.html" }
Citations (may not include all citations):162 The semantics of predicate logic as a programming language (context) - van Emden, Kowalski - 1976
21 Multi-adjoint logic programming with continuous semantics - Medina, Ojeda-Aciego et al. - 2001
13 Fuzzy logic programming (context) - Vojtas - 2001
12 Monotonic and residuated logic programs (context) - Damasio, Pereira - 2001
2 A neural approach to extended logic programs - Medina, Merida-Casermeiro et al. - 2003
2 Homogenizing multi-adjoint logic programs - Medina, Ojeda-Aciego - 2003
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