Spherical geometryとは 意味・読み方・使い方
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意味・対訳 球形構造; 球面幾何学
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球面幾何学 - 日本語WordNet
The element 18 is then moved in a pattern which provides the desired tissue removal geometry, such as spherical, ovoid, or cylindrical.例文帳に追加
要素18は、次いで、所望の組織に除去構造(例えば、球形、卵形または円筒形)を提供する様式で、移動される。 - 特許庁
The element 18 is then moved in a pattern which provides a desired tissue removal geometry, such as spherical, ovoid, or cylindrical.例文帳に追加
要素18は、次いで、所望の組織に除去構造(例えば、球形、卵形または円筒形)を提供する様式で、移動される。 - 特許庁
The spherical wall and the spherical bracket collaborate mutually so that the optical projection assembly may be rotated around three axes, thereby, the motion of the optical projection assembly is restricted to a part of a route on the spherical surface, and, the image on the screen of the projection television generated by the optical projection assembly is adjusted to the desired geometry, without affecting the centering of the image.例文帳に追加
球面状の壁と球面状のブラケットは光投射組立体を3軸回りに回転させるよう互いに協働し、それにより光投射組立体の動きを球面上の経路の一部に制限し、光投射組立体により発生され、投写型テレビジョンのスクリーン上の画像を画像の中心合わせに影響を与えることなく所望の幾何学的形状に調節することを可能にする。 - 特許庁
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Weblio英和対訳辞書での「Spherical geometry」の意味 |
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Spherical geometry
plane [solid, spherical] geometry
spherical geometry
spherical geometry
Wiktionary英語版での「Spherical geometry」の意味 |
spherical geometry
名詞
spherical geometry (usually uncountable, 複数形 spherical geometries)
- (geometry, uncountable) The geometry of the 2-dimensional surface of a sphere;
(countable) a given geometry of the surface of a sphere; a geometry of the surface of a given sphere, regarded as distinct from that of other spheres.- The basic concepts of Euclidean geometry of the plane are the point and the (straight) line; in spherical geometry, the corresponding concepts are the point and the great circle.
- Due to the way the geometry of a sphere's surface differs from that of the plane, spherical geometry has some features of a non-Euclidean geometry and is sometimes described as being one. Historically, however, spherical geometry was not considered a fully fledged (non-Euclidean) geometry capable of resolving the question of whether the parallel postulate is a logical consequence of the rest of Euclid's axioms of plane geometry.
- 1972, Morris Kline, Mathematical Thought from Ancient to Modern Times: Volume 1, Oxford University Press, 1990, paperback, page 119,
- Spherical trigonometry presupposes spherical geometry, for example the properties of great circles and spherical triangles, much of which was already known; it had been investigated as soon as astronomy became mathematical, during the time of the later Pythagoreans.
- 1994, Miles Reid (translator), Viacheslav V. Nikulin, Igor R. Shafarevich, Geometries and Groups, Springer, page 194,
- 2008, Sherif Ghali, Introduction to Geometric Computing, Springer, page 272,
- To collect the boundary of the point set in the tree we pass a bounding box (for Euclidean geometries) or the universal set (for spherical geometries) to the root of the tree.
- 2020, Marshall A. Whittlesey, Spherical Geometry and Its Applications, Taylor & Francis (CRC Press), unnumbered page,
- It has been at least fifty years since spherical geometry and spherical trigonometry have been a regular part of the high school or undergraduate curriculum.
関連する語
Further reading
- Non-Euclidean geometry on Wikipedia.
- Elliptic geometry on Wikipedia.
- Great circle on Wikipedia.
- Spherical trigonometry on Wikipedia.
- Spherical polyhedron on Wikipedia.
- Spherical astronomy on Wikipedia.
- Celestial coordinate system on Wikipedia.
- Spherical geometry on Encyclopedia of Mathematics
ウィキペディア英語版での「Spherical geometry」の意味 |
Spherical geometry
出典:『Wikipedia』 (2011/06/23 14:00 UTC 版)
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Text is available under Creative Commons Attribution-ShareAlike (CC-BY-SA) and/or GNU Free Documentation License (GFDL). Weblio英和・和英辞典に掲載されている「Wikipedia英語版」の記事は、WikipediaのSpherical geometry (改訂履歴)の記事を複製、再配布したものにあたり、Creative Commons Attribution-ShareAlike (CC-BY-SA)もしくはGNU Free Documentation Licenseというライセンスの下で提供されています。 |
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