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・ Direction Nationale de l'Alphabétisation Fonctionelle et de la Linguistique Appliquée
・ Direction Nationale du Contrôle de Gestion
・ Direction Nationale du Renseignement et des Enquêtes Douanières
・ Direction of arrival
・ Direction of fit
・ Direction of Love
・ Direction of movement (ballroom dancing)
・ Direction of Things to Come
・ Direction ov Travel
・ Direction Reaction Creation
・ Direction Records
・ Direction Records (Bobby Darin's label)
・ Direction Records (British label)
・ Direction Régionale de Police Judiciaire de Paris
・ Direction régionale des affaires culturelles
Direction vector
・ Direction – Social Democracy
・ Direction, position, or indication sign
・ Directional antenna
・ Directional boring
・ Directional control valve
・ Directional Cubic Convolution Interpolation
・ Directional derivative
・ Directional drilling
・ Directional figure eight
・ Directional Infrared Counter Measures
・ Directional light
・ Directional Recoil Identification from Tracks
・ Directional selection
・ Directional siren


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Direction vector : ウィキペディア英語版
Direction vector
In mathematics, a direction vector that describes a line ''D'' is any vector
:\overrightarrow
where A and B are two distinct points on the line. If v is a direction vector for ''D'', so is ''k''v for any nonzero scalar ''k''; and these are in fact ''all'' of the direction vectors for the line ''D''. Under some definitions, the direction vector is required to be a unit vector, in which case each line has exactly two direction vectors, which are negatives of each other (equal in magnitude, opposite in direction).
==Parametric equation for a line==

In Euclidean space (any number of dimensions), given a point a and a nonzero vector v, a line is defined parametrically by (a+tv), where the parameter ''t'' varies between -∞ and +∞. This line has v as a direction vector.

抄文引用元・出典: フリー百科事典『 ウィキペディア(Wikipedia)
ウィキペディアで「Direction vector」の詳細全文を読む



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