The premise p of a reasoning is usually a complex statement reflecting the information of departure and consisting in the conjunction of other statements, p = p1 · (p2 · (…(pn). Such p can be written without parenthesis provided conjunction is associative, and then with the possibility of placing the sub-indexes in any ordering if it is commutative; on the contrary neither parenthesis, nor ordering can be avoided.
Trillas E., Termini S., Tabacchi M.E. (2022). The Problem of Monotonicity and the Skeleton. In Studies in Computational Intelligence (pp. 41-43). Springer Science and Business Media Deutschland GmbH [10.1007/978-3-030-86088-2_5].
The Problem of Monotonicity and the Skeleton
Termini S.;Tabacchi M. E.
2022-01-01
Abstract
The premise p of a reasoning is usually a complex statement reflecting the information of departure and consisting in the conjunction of other statements, p = p1 · (p2 · (…(pn). Such p can be written without parenthesis provided conjunction is associative, and then with the possibility of placing the sub-indexes in any ordering if it is commutative; on the contrary neither parenthesis, nor ordering can be avoided.File | Dimensione | Formato | |
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