many-valued logic
111Grigore Moisil — Grigore Constantin Moisil (10 January 1906 in Tulcea, Romania ndash; 21 May 1973 in Ottawa, Canada) was a Romanian mathematician, computer pioneer, and member of the Romanian Academy. His research was mainly in the fields of mathematical logic… …
112VHDL — infobox programming language name = VHDL paradigm = behavioural year = 1980s designer = developer = latest release version = latest release date = latest test version = latest test date = typing = strong implementations = dialects = influenced by …
113Indian philosophy — Any of the numerous philosophical systems developed on the Indian subcontinent, including both orthodox (astika) systems, namely, the Nyaya, Vaisheshika, Samkhya, Yoga, Mimamsa, and Vedanta schools of philosophy, and unorthodox (nastika) systems …
114Polish notation — Polish notation, also known as prefix notation, is a form of notation for logic, arithmetic, and algebra. Its distinguishing feature is that it places operators to the left of their operands. If the arity of the operators is fixed, the result is… …
115metalogic — /met euh loj ik/, n. the logical analysis of the fundamental concepts of logic. [1835 45; META + LOGIC] * * * Study of the syntax and the semantics of formal languages and formal systems. It is related to, but does not include, the formal… …
116Lotfi Asker Zadeh — Infobox Scientist name = Lotfali Askar Zadeh caption = Lotfali A. Zadeh in 2004 birth date = birth date and age|1921|2|12 birth place = Azerbaijan SSR death date = death place = residence = United States nationality = Azerbaijani… …
117Jan Łukasiewicz — (pronounced|ˈjan wukaˈɕɛvʲitʂ) (21 December, 1878 ndash; 13 February, 1956) was a Polish mathematician born in Lemberg, Galicia, Austria Hungary (now Lviv, Ukraine). His major mathematical work centred on mathematical logic. He thought… …
118Ordinal collapsing function — In mathematical logic and set theory, an ordinal collapsing function (or projection function) is a technique for defining (notations for) certain recursive large countable ordinals, whose principle is to give names to certain ordinals much larger …
119Intuitionism — This article is about Intuitionism in mathematics and philosophical logic. For other uses, see Ethical intuitionism. In the philosophy of mathematics, intuitionism, or neointuitionism (opposed to preintuitionism), is an approach to mathematics as …
120Paradox — For other uses, see Paradox (disambiguation). Further information: List of paradoxes A paradox is a seemingly true statement or group of statements that lead to a contradiction or a situation which seems to defy logic or intuition. Typically,… …
