-
1 строгий вывод
rigorous deduction мат., strong conclusionРусско-английский научно-технический словарь Масловского > строгий вывод
-
2 строгий вывод
Mathematics: rigorous deduction, strong conclusion -
3 вывод
conclusion, deduction, inference, derivation• Второй метод вывода уравнения (1) формулируется следующим образом. - A second method of obtaining (1) is as follows.• Вывод из всего этого состоит в том, что... - The outcome of all this is that...• Другой способ вывода этих формул основан на... - Another way of deriving these formulas is based on...• Заметьте, что этот вывод не ограничен (чем-л). - Notice that this derivation is not restricted to...• Из данного обсуждения не следует делать вывод, что... -It should not be inferred from this discussion that...• Из способа вывода данного уравнения будет видно, что... - From the way in which this equation has been obtained, it will be seen that...• Можно сделать вывод, что... - It may be concluded that...; It may be deduced that...• Относительно строгого вывода соотношения (12) читатель должен обратиться к работе Смита [1]. - For a rigorous derivation of (12) the reader is referred to Smith [1].• Подробный вывод показал бы, что... - A detailed derivation would show that...• Полный вывод дается Джонсом [1]. - The derivation is given in full by Jones [1].• Похоже, что неизбежно напрашивается вывод о том, что... - There seemed no escaping the conclusion that...• Практическим выводом (из этого) является то, что... - The practical implication is that...• При выводе большинства этих свойств отправной точкой служит наблюдение, что... - In establishing most of these properties the starting point is the observation that...• При выводе данного уравнения мы использовали тот важный факт, что... - In deriving the above equation we have used the important fact that...• Результат, представленный формулой (9), очень полезен при выводе свойств (чего-л). - The result (9) is very useful for deducing properties of...• Формальный вывод (соотношения, уравнения и т. п.) дается ниже. - A formal derivation is given below.• Формальный вывод (этого соотношения) приводится во втором параграфе. - A formal derivation is given in Section 2.• Эти два вывода совместно показывают, что... - These two results together show that...• Это приводит к выводу, что... - This carries the implication that...• Этот вывод (формулы) должен быть тщательно исследован, потому что... - The derivation should be studied closely because... -
4 fiscale
tax, fiscal* * *fiscale agg.1 fiscal; tax (attr.); revenue (attr.): drenaggio fiscale, fiscal drag; imposizione fiscale, taxation; esenzione fiscale, tax exemption; evasione fiscale, tax evasion; ricevuta fiscale, receipt for fiscal purposes (o receipted bill); scontrino fiscale, receipt note for fiscal purposes; codice fiscale, fiscal (o taxpayer's) code (number); gettito fiscale, fiscal proceeds; onere fiscale, tax burden; regime fiscale, tax system; ritenuta fiscale, withholding tax (o deduction from taxes); la politica fiscale del governo, the government's fiscal policy; a sco- po fiscale, for purposes of revenue (o for tax purposes o for fiscal purposes); anno, esercizio fiscale, fiscal year; autorità fiscali, revenue authorities // domicilio fiscale, fiscal domicile // medico fiscale, doctor responsible for checking employees on sick leave // (dir.) avvocato fiscale, tax lawyer; accusing officer; (st.) fiscal2 ( rigido) rigorous; strict; inquisitorial, unbending: non essere così fiscale coi tuoi dipendenti!, don't be so strict with your employees!* * *[fis'kale]1) econ. fiscalesenzione fiscale — tax exemption o immunity
2) fig. (intransigente) rigid, strict, unbending* * *fiscale/fis'kale/2 fig. (intransigente) rigid, strict, unbending.
См. также в других словарях:
deduction — /di duk sheuhn/, n. 1. the act or process of deducting; subtraction. 2. something that is or may be deducted: She took deductions for a home office and other business expenses from her taxes. 3. the act or process of deducing. 4. something that… … Universalium
Fichte and Schilling: the Jena period — Daniel Breazeale FROM KANT TO FICHTE An observer of the German philosophical landscape of the 1790s would have surveyed a complex and confusing scene, in which individuals tended to align themselves with particular factions or “schools,”… … History of philosophy
Mathematics — Maths and Math redirect here. For other uses see Mathematics (disambiguation) and Math (disambiguation). Euclid, Greek mathematician, 3r … Wikipedia
empiricism — empiricist, n., adj. /em pir euh siz euhm/, n. 1. empirical method or practice. 2. Philos. the doctrine that all knowledge is derived from sense experience. Cf. rationalism (def. 2). 3. undue reliance upon experience, as in medicine; quackery. 4 … Universalium
proof — /proohf/, n. 1. evidence sufficient to establish a thing as true, or to produce belief in its truth. 2. anything serving as such evidence: What proof do you have? 3. the act of testing or making trial of anything; test; trial: to put a thing to… … Universalium
Eugepae — Eugepae, Latin for Hooray! or Well done! , is commonly used in place of the more traditional Q.E.D. at the end of a mathematical proof. [http://mathworld.wolfram.com/QED.html] Example The following is a proof of the Pythagorean Theorem:… … Wikipedia
Portal:Mathematics — Wikipedia portals: Culture Geography Health History Mathematics Natural sciences People Philosophy Religion Society Technology … Wikipedia
Greek arithmetic, geometry and harmonics: Thales to Plato — Ian Mueller INTRODUCTION: PROCLUS’ HISTORY OF GEOMETRY In a famous passage in Book VII of the Republic starting at Socrates proposes to inquire about the studies (mathēmata) needed to train the young people who will become leaders of the ideal… … History of philosophy
logic, history of — Introduction the history of the discipline from its origins among the ancient Greeks to the present time. Origins of logic in the West Precursors of ancient logic There was a medieval tradition according to which the Greek philosopher … Universalium
Philosophy of mathematics — The philosophy of mathematics is the branch of philosophy that studies the philosophical assumptions, foundations, and implications of mathematics. The aim of the philosophy of mathematics is to provide an account of the nature and methodology of … Wikipedia
History of logic — Philosophy ( … Wikipedia