let us suppose
121Комната Марии — (англ. Mary s Room; Комната Мэри) мысленный эксперимент в философии сознания, предложенный Фрэнком Джексоном в статье «Epiphenomenal Qualia» (1982), и расширенный в статьей «What Mary didn t know» (1986). Этот эксперимент является аргументом …
122supposing — (Roget s IV) conj. & modif. Syn. if, in case that, in these circumstances, under these conditions, let us suppose, allowing that, granting that, presuming, assuming, presupposing, with the supposition that, taking for granted that …
123for the sake of something doing something — for the sake of sth/of doing sth idiom in order to get or keep sth • The translation sacrifices naturalness for the sake of accuracy. • She gave up smoking for the sake of her health. • Don t get married just for the sake of it …
124for the sake of of doing something — for the sake of sth/of doing sth idiom in order to get or keep sth • The translation sacrifices naturalness for the sake of accuracy. • She gave up smoking for the sake of her health. • Don t get married just for the sake of it …
125Pullback (differential geometry) — Suppose that φ : M → N is a smooth map between smooth manifolds M and N ; then there is an associated linear map from the space of 1 forms on N (the linear space of sections of the cotangent bundle) to the space of 1 forms on M . This linear map… …
126Pushforward (differential) — Suppose that phi; : M → N is a smooth map between smooth manifolds; then the differential of phi; at a point x is, in some sense, the best linear approximation of phi; near x . It can be viewed as generalization of the total derivative of… …
127probability theory — Math., Statistics. the theory of analyzing and making statements concerning the probability of the occurrence of uncertain events. Cf. probability (def. 4). [1830 40] * * * Branch of mathematics that deals with analysis of random events.… …
128Theorems and definitions in linear algebra — This article collects the main theorems and definitions in linear algebra. Vector spaces A vector space( or linear space) V over a number field² F consists of a set on which two operations (called addition and scalar multiplication, respectively) …
