limitative
71limitatif — limitatif, ive (li mi ta tif, ti v ) adj. Qui limite. En jurisprudence, disposition limitative, disposition dont l objet est tellement déterminé, que le légataire n a rien à demander, à prétendre sur le surplus des biens du testateur.… …
72de — DE1 conj. I. (Exprimă raporturi de subordonare) 1. (Introduce o propoziţie condiţională) În cazul că, dacă. 2. (Precedat de şi introduce o propoziţie concesivă) Cu toate că, deşi, şi dacă. Obraznicul, şi de i cu obraz, tot fără obraz se poartă. ♦ …
73Circumstance — (Roget s Thesaurus) < N PARAG:Circumstance >N GRP: N 1 Sgm: N 1 circumstance circumstance situation phase position posture attitude place point Sgm: N 1 terms terms Sgm: N 1 regime regime Sg …
74περατωτικόν — περατωτικός limitative masc acc sg περατωτικός limitative neut nom/voc/acc sg …
75cricket — I. noun Etymology: Middle English criket, from Anglo French, of limitative origin Date: 14th century 1. any of a family (Gryllidae) of leaping orthopteran insects noted for the chirping notes produced by the male by rubbing together specially… …
76LIMITATIF — IVE. adj. Qui limite, qui renferme dans des bornes certaines. En Jurispr., Assignat limitatif, disposition limitative, Assignat, disposition dont l objet est tellement déterminé, que le légataire n a rien à demander, à prétendre sur le surplus… …
77Raymond Smullyan — Infobox Writer name = Raymond Merrill Smullyan imagesize = caption = pseudonym = birthdate = birth year and age|1919 birthplace = Far Rockaway, New York occupation = mathematician, logician, philosopher, and magician nationality = American period …
78Victor Cousin — (28 November 1792 13 January 1867) was a French philosopher.BiographyEarly lifeThe son of a watchmaker, he was born in Paris, in the Quartier Saint Antoine.At the age of ten he was sent to the local grammar school, the Lycée Charlemagne, where he …
79Diagonal lemma — In mathematical logic, the diagonal lemma or fixed point theorem establishes the existence of self referential sentences in certain formal theories of the natural numbers specifically those theories that are strong enough to represent all… …
80Tarski's undefinability theorem — Tarski s undefinability theorem, stated and proved by Alfred Tarski in 1936, is an important limitative result in mathematical logic, the foundations of mathematics, and in formal semantics. Informally, the theorem states that arithmetical truth… …