In mathematics and philosophy, Łukasiewicz logic ( WUUK-ə-SHEV-itch, Polish: [wukaˈɕɛvitʂ]) is a non-classical, many-valued logic. It was originally defined in the early 20th century by Jan Łukasiewicz as a three-valued modal logic; it was later generalized to n-valued (for all finite integers n) as well as infinitely-many-valued (ℵ0-valued) variants, both propositional and first order.
In mathematics and philosophy, Łukasiewicz logic ( WUUK-ə-SHEV-itch, Polish: [wukaˈɕɛvitʂ]) is a non-classical, many-valued logic. It was originally defined in the early 20th century by Jan Łukasiewicz as a three-valued modal logic; it was later generalized to n-valued (for all finite integers n) as well as infinitely-many-valued (ℵ0-valued) variants, both propositional and first order.
Source: Wikipedia "Łukasiewicz logic" · CC BY-SA 4.0
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