-
1 determined extension
Большой англо-русский и русско-английский словарь > determined extension
-
2 determined extension
Математика: детерминированное продолжение -
3 determined extension
English-Russian scientific dictionary > determined extension
-
4 extension
1) надставка; насадка2) удлинитель3) выступающая часть, консольная часть4) пристройка5) продление; продолжение6) простирание; протяжённость; распространение7) растяжение; распрямление8) сварка установочная длина9) геод. сгущение сети опорных точек10) расширение; удлинение; добавление; увеличение11) экстенсия, разгибание•extension in space — матем. протяжённость в пространстве
extension by definition — матем. расширение с помощью определений
extension by adjunction — матем. расширение путём присоединения
-
5 детерминированное продолжение
Большой англо-русский и русско-английский словарь > детерминированное продолжение
-
6 algebraically
алгебраически algebraically best approximation ≈ алгебраически наилучшее приближение algebraically closed body ≈ алгебраически замкнутое тело algebraically closed expansion ≈ алгебраически замкнутое расширение algebraically closed extension ≈ алгебраически замкнутое расширение algebraically closed field ≈ алгебраически замкнутое поле algebraically closed group ≈ алгебраически замкнутая группа algebraically closed hull ≈ алгебраически замкнутая оболочка algebraically closed model ≈ алгебраически замкнутая модель algebraically closed subfield ≈ алгебраически замкнутое подполе algebraically compact group ≈ алгебраически компактная группа algebraically complete field ≈ алгебраически полное поле algebraically complete model ≈ алгебраически полная модель algebraically complete system ≈ алгебраически полная система algebraically connected functions ≈ алгебраически связанные функции algebraically definable function ≈ алгебраически определимая функция algebraically dependent functions ≈ алгебраически зависимые функции algebraically dependent numbers ≈ алгебраически зависимые числа algebraically dependent set ≈ алгебраически зависимое множество algebraically equivalent curves ≈ алгебраические эквивалентные кривые algebraically equivalent cycles ≈ алгебраически эквивалентные циклы algebraically independent numbers ≈ алгебраически независимые числа algebraically independent set ≈ алгебраически независимое множество algebraically irreducible representation ≈ алгебраически неприводимое представление algebraically irreducible semigroup ≈ алгебраически неприводимая полугруппа algebraically isomorphic structures ≈ алгебраически изоморфные структуры algebraically parallel space ≈ алгебраически параллельные пространства algebraically simple group ≈ алгебраически простая группа algebraically trivial mapping ≈ алгебраически тривиальное отображение - algebraically closed - algebraically compact - algebraically complete - algebraically connected - algebraically definable - algebraically dependent - algebraically determined - algebraically equivalent - algebraically independent - algebraically simple - algebraically solvable - algebraically trivialалгебраическим способом;
алгебраическиБольшой англо-русский и русско-английский словарь > algebraically
-
7 Deas, James
[br]b. 30 October 1827 Edinburgh, Scotlandd. c.1900 Glasgow, Scotland[br]Scottish civil engineer responsible for the River Clyde in the period of expansion around the end of the nineteenth century.[br]On completing his schooling, Deas spent some years in a locomotive manufacturing shop in Edinburgh and then in a civil engineer's office. He selected the railway for his career, and moved upwards through the professional ranks, working for different companies until 1864 when he became Engineer-in-Chief of the Edinburgh \& Glasgow Railway. This later became the North British Railway and after some years, in 1869, Deas moved to the Clyde Navigation Trust as their Engineer. For thirty years he controlled the development of this great river, and with imaginative vision and determined hard work he saw a trebling in revenue, length of quayage and water area under the Trust's jurisdiction. His office worked on a wide range of problems, including civil engineering, maintenance of harbour craft and the drafting of reports for the many Parliamentary Acts required for the extension of Glasgow Harbour. To understand the immensity of the task, one must appreciate that the River Clyde then had sixty-five shipyards and could handle the largest ships afloat. This had come through the canalization of the old meandering and shallow stream and the difficult removal of the river bed's rock barriers.[br]Bibliography1876, The River Clyde, Glasgow.Further ReadingJohn F.Riddell, 1979, Clyde Navigation, A History of the Development and Deepening of the River Clyde, Edinburgh: John Donald.FMW -
8 Vauban, Sébastien de
[br]b. 15 May 1633 St-Léger-de-Fougeret, Château Chinon, Nièvre, Franced. 20 March 1707 Paris, France[br]French civil and military engineer.[br]Born of impecunious parents, Vauban joined Condé's regiment as a cadet in 1651, at the age of 17, although he had apparently acquired some knowledge of mathematics and fortifications in the Carmelite College of Semur-en-Auxois. In the war of the Fronde he was captured by the Royal troops in 1653 and was converted to the king's service. He was soon recognized as having engineering ability and was given the task of repairing the fortifications of Sainte-Menehould. During the next few years he was engaged on fortification repairs and assisting at sieges, including Ypres, Gravelines and Oudenarde in 1658. Vauban found favour with the king, Louis XIV, and was responsible for the fortifications of Lille, which had been captured in 1667; he commenced the defensive structures of the citadel and the town in 1668. These were completed in 1674 and consisted of a vast pentagonal fort with bastions and further detached works surrounded by water defences. In 1692 he was present at the siege of Namur and was responsible for its capture. He was then put in charge of re-establishing and improving the defences. He next developed a line of fortresses along the French border. He later was abandoned by the king, whom he had served so well, and, with his advice being ignored by the French forces, they suffered defeat after defeat in Marlborough's wars.Meanwhile he had been called in to inspect the recently completed Canal du Midi and subsequently made recommendations for its improvement. These included the extension of the Montagne Noire feeder, and the construction of the Cesse and Orbiel aqueducts which were carried out to his design and under his supervision in 1686–7. In 1700 he was consulted on and produced a plan for a canal across France from north to south, providing a barge waterway from Nîmes to Dunkirk, but this was not carried out.In 1703 he was created maréchal de France, and two years later he devised vast schemes for the development of the canal system in Flanders. Owing to determined opposition from the local people, these schemes were abandoned and not revived until 1770, by which time the locals were prepared to accept them.[br]Further ReadingSir Reginald Blomfield, 1938, Sébastien lePrestre de Vauban, 1633–1707, Methuen. D.Halevy, 1924, Vauban. Builder of Fortresses, trans. C.J.C.Street, Geoffrey Bles.JHB
См. также в других словарях:
Life extension — refers to an increase in maximum or average lifespan, especially in humans, by slowing down or reversing the processes of aging. Average lifespan is determined by vulnerability to accidents and age related afflictions such as cancer or… … Wikipedia
Agricultural extension — This article is about the general concept of agricultural extension. For agricultural extension in the United States, see Cooperative extension service. Agricultural Extension Meeting in Laos, 2006 Agricultural extension was once known as the… … Wikipedia
Group extension — In mathematics, a group extension is a general means of describing a group in terms of a particular normal subgroup and quotient group. If Q and N are two groups, then G is an extension of Q by N if there is a short exact sequence:1 ightarrow N… … Wikipedia
Copyright Term Extension Act — Sonny Bono Copyright Term Extension Act Full title To amend the provisions of title 17, United States Code, with respect to the duration of copyright, and for other purposes. Acronym CTEA Enacted by the 105th United States Congress … Wikipedia
Sheaf extension — In Sheaf theory (a branch of the mathematics area of algebraic geometry), a sheaf extension is a way of describing a sheaf in terms of a subsheaf and a quotient sheaf, analogous to a how a group extension describes a group in terms of a subgroup … Wikipedia
china — /chuy neuh/, n. 1. a translucent ceramic material, biscuit fired at a high temperature, its glaze fired at a low temperature. 2. any porcelain ware. 3. plates, cups, saucers, etc., collectively. 4. figurines made of porcelain or ceramic material … Universalium
China — /chuy neuh/, n. 1. People s Republic of, a country in E Asia. 1,221,591,778; 3,691,502 sq. mi. (9,560,990 sq. km). Cap.: Beijing. 2. Republic of. Also called Nationalist China. a republic consisting mainly of the island of Taiwan off the SE coast … Universalium
United States — a republic in the N Western Hemisphere comprising 48 conterminous states, the District of Columbia, and Alaska in North America, and Hawaii in the N Pacific. 267,954,767; conterminous United States, 3,022,387 sq. mi. (7,827,982 sq. km); with… … Universalium
India — /in dee euh/, n. 1. Hindi, Bharat. a republic in S Asia: a union comprising 25 states and 7 union territories; formerly a British colony; gained independence Aug. 15, 1947; became a republic within the Commonwealth of Nations Jan. 26, 1950.… … Universalium
education — /ej oo kay sheuhn/, n. 1. the act or process of imparting or acquiring general knowledge, developing the powers of reasoning and judgment, and generally of preparing oneself or others intellectually for mature life. 2. the act or process of… … Universalium
United Kingdom — a kingdom in NW Europe, consisting of Great Britain and Northern Ireland: formerly comprising Great Britain and Ireland 1801 1922. 58,610,182; 94,242 sq. mi. (244,100 sq. km). Cap.: London. Abbr.: U.K. Official name, United Kingdom of Great… … Universalium