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1 векторный многоугольник
Русско-английский технический словарь > векторный многоугольник
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2 векторный многоугольник
Русско-английский физический словарь > векторный многоугольник
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3 многоугольник
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4 многоугольник
Авиация и космонавтика. Русско-английский словарь > многоугольник
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5 векторный многоугольник
vector polygon мат.Русско-английский научно-технический словарь Масловского > векторный многоугольник
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6 многоугольник
м. polygon, N-gon, n-gon, n-sided polygon -
7 многоугольник
mesh circuit, polygon* * *многоуго́льник м.
polygon, N-gon, n-gon, n-sided polygonопи́сывать многоуго́льник — circumscribe a polygonсмыка́ть [замыка́ть] многоуго́льник — close a polygonве́кторный многоуго́льник — vector polygonверё́вочный многоуго́льник — funicular [string] polygonкругово́й многоуго́льник — arc polygonопо́рный многоуго́льник мех. — support polygonпра́вильный многоуго́льник — regular polygonпростра́нственный многоуго́льник — skew [space] polygonмногоуго́льник сил мех. — polygon of forcesмногоуго́льник скоросте́й — velocity polygon -
8 вихревой многоугольник
Авиация и космонавтика. Русско-английский словарь > вихревой многоугольник
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9 векторный многоугольник
Mathematics: vector polygonУниверсальный русско-английский словарь > векторный многоугольник
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10 линия вектора
линия вектора
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[ http://www.eionet.europa.eu/gemet/alphabetic?langcode=en]EN
line
Term used in GIS technologies in the vector type of internal data organization: spatial data are divided into point, line and polygon types. In most cases, point entities (nodes) are specified directly as coordinate pairs, with lines (arcs or edges) represented as chains of points. Regions are similarly defined in terms of the lines which form their boundaries. Some vector GIS store information in the form of points, line segments and point pairs; others maintain closed lists of points defining polygon regions. Vector structures are especially suited to storing definitions of spatial objects for which sharp boundaries exist or can be imposed. (Source: YOUNG)
[http://www.eionet.europa.eu/gemet/alphabetic?langcode=en]Тематики
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DE
FR
Русско-немецкий словарь нормативно-технической терминологии > линия вектора
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11 линия вектора
линия вектора
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[ http://www.eionet.europa.eu/gemet/alphabetic?langcode=en]EN
line
Term used in GIS technologies in the vector type of internal data organization: spatial data are divided into point, line and polygon types. In most cases, point entities (nodes) are specified directly as coordinate pairs, with lines (arcs or edges) represented as chains of points. Regions are similarly defined in terms of the lines which form their boundaries. Some vector GIS store information in the form of points, line segments and point pairs; others maintain closed lists of points defining polygon regions. Vector structures are especially suited to storing definitions of spatial objects for which sharp boundaries exist or can be imposed. (Source: YOUNG)
[http://www.eionet.europa.eu/gemet/alphabetic?langcode=en]Тематики
EN
DE
FR
Русско-английский словарь нормативно-технической терминологии > линия вектора
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12 линия вектора
линия вектора
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[ http://www.eionet.europa.eu/gemet/alphabetic?langcode=en]EN
line
Term used in GIS technologies in the vector type of internal data organization: spatial data are divided into point, line and polygon types. In most cases, point entities (nodes) are specified directly as coordinate pairs, with lines (arcs or edges) represented as chains of points. Regions are similarly defined in terms of the lines which form their boundaries. Some vector GIS store information in the form of points, line segments and point pairs; others maintain closed lists of points defining polygon regions. Vector structures are especially suited to storing definitions of spatial objects for which sharp boundaries exist or can be imposed. (Source: YOUNG)
[http://www.eionet.europa.eu/gemet/alphabetic?langcode=en]Тематики
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Русско-французский словарь нормативно-технической терминологии > линия вектора
См. также в других словарях:
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Moufang polygon — In mathematics, a Moufang polygon, named after Ruth Moufang, is an irreducible building of rank two that admits the action of root groups. In a major book on the topic, Tits and Weiss[1] classify them all. An earlier theorem, proved independently … Wikipedia
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Geographic information system — GIS redirects here. For other uses, see GIS (disambiguation). A geographic information system, geographical information science, or geospatial information studies is a system designed to capture, store, manipulate, analyze, manage, and present… … Wikipedia
.svg — Vorlage:Infobox Dateiformat/Wartung/magic fehltVorlage:Infobox Dateiformat/Wartung/website fehlt Scalable Vector Graphics Dateiendung .svg, .svgz … Deutsch Wikipedia