One way towards the design of trustable, explainable, and interpretable artificial intelligence models is to focus on symbolic machine learning models, such as decision trees. While decision trees are already intelligible in principle, the logical rules they enclose may still be redundant, in particular with respect to some underlying theory. Moreover, propositional decision trees have been recently generalized to the case of modal logic; modal decision trees turn out to be more expressive than propositional ones, so their corresponding modal rules are proportionally harder to understand and minimize. In this paper we approach the problem of minimizing logical rules extracted from (modal) decision trees modulo some external theory.

Pagliarini, G., Paradiso, A., Rubin, S., Sciavicco, G., Stan, I. (2023). Heuristic Minimization Modulo Theory of Modal Decision Trees Class-Formulas. In Short Paper Proceedings of the 5th Workshop on Artificial Intelligence and Formal Verification, Logic, Automata, and Synthesis hosted by the 22nd International Conference of the Italian Association for Artificial Intelligence (AIxIA 2023) (pp.85-92). CEUR-WS.

Heuristic Minimization Modulo Theory of Modal Decision Trees Class-Formulas

Stan I. E.
2023

Abstract

One way towards the design of trustable, explainable, and interpretable artificial intelligence models is to focus on symbolic machine learning models, such as decision trees. While decision trees are already intelligible in principle, the logical rules they enclose may still be redundant, in particular with respect to some underlying theory. Moreover, propositional decision trees have been recently generalized to the case of modal logic; modal decision trees turn out to be more expressive than propositional ones, so their corresponding modal rules are proportionally harder to understand and minimize. In this paper we approach the problem of minimizing logical rules extracted from (modal) decision trees modulo some external theory.
paper
decision trees; formula minimization;
English
5th Workshop on Artificial Intelligence and Formal Verification, Logic, Automata, and Synthesis hosted by the 22nd International Conference of the Italian Association for Artificial Intelligence (AIxIA 2023) - November 7, 2023
2023
Short Paper Proceedings of the 5th Workshop on Artificial Intelligence and Formal Verification, Logic, Automata, and Synthesis hosted by the 22nd International Conference of the Italian Association for Artificial Intelligence (AIxIA 2023)
2023
3629
85
92
https://ceur-ws.org/Vol-3629/
none
Pagliarini, G., Paradiso, A., Rubin, S., Sciavicco, G., Stan, I. (2023). Heuristic Minimization Modulo Theory of Modal Decision Trees Class-Formulas. In Short Paper Proceedings of the 5th Workshop on Artificial Intelligence and Formal Verification, Logic, Automata, and Synthesis hosted by the 22nd International Conference of the Italian Association for Artificial Intelligence (AIxIA 2023) (pp.85-92). CEUR-WS.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/10281/524127
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