Many-Valued logics are based on truth algebras that extend beyond the classical Boolean algebra. Such algebraic structures have given rise to several logical systems with a wide range of potential applications. FLew -algebras are relatively well studied, and previous studies have focused on counting the different instances that may exist of a given size. In this paper, we answer the same question for FLew -chains with a novel approach, effectively providing both an accessible and open-source algorithmic tool for generating and counting FLew -chains and an explicit numerical bound.
Badia, G., Monego, R., Noguera, C., Paparella, A., Sciavicco, G. (2025). Generating and counting finite FLew-chains. In 2025 IEEE International Conference on Fuzzy Systems (FUZZ) (pp.1-7). New York : IEEE [10.1109/fuzz62266.2025.11152214].
Generating and counting finite FLew-chains
Noguera, Carles;
2025-01-01
Abstract
Many-Valued logics are based on truth algebras that extend beyond the classical Boolean algebra. Such algebraic structures have given rise to several logical systems with a wide range of potential applications. FLew -algebras are relatively well studied, and previous studies have focused on counting the different instances that may exist of a given size. In this paper, we answer the same question for FLew -chains with a novel approach, effectively providing both an accessible and open-source algorithmic tool for generating and counting FLew -chains and an explicit numerical bound.| File | Dimensione | Formato | |
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https://hdl.handle.net/11365/1299714
