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射影变换的英文

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"射影变换"怎么读用"射影变换"造句

英文翻译手机手机版

  • projective change
  • projective transformation

例句与用法

  • Projective transformation of rational quadratic bzier curves
    曲线的射影变换
  • Regular projective transformation
    正则射影变换
  • Necessary and sufficient condition of 2 - dimension projective transformation being involution
    二维射影变换是对合的充要条件
  • The projective transform occurs in the 2 - d imaging process , therefore in order to recognize airplane object , we have to find projective - invariant shape descriptor of object
    由于目标的成像过程属于射影变换,因此为了正确识别目标,必须找到一种具有射影不变性的目标形状的描述方法。
  • Another important content in this chapter is that we linearly calibrate the nonlinear parameters of camera based on the rectification features of lens and the fact that projective transform converts a line into a line
    本章中另外一个重要的内容是,基于透镜畸变的特点并根据射影变换保持直线不变的约束条件,线性地确定非线性内参数。
  • In two - view case , a method is presented for calculation 2d projective transformation and construction the virtual elements by combination of spatial points and lines . so more 3d invariants of object ' s spatial structures can be extracted from real elements and virtual eleme nts . ( 3 ) the geometric characteristics of 2d symmetric objects " in perspective images are lucubrated
    ( 2 )扩展了2d射影变换矩阵的求解方法,将单纯利用点集对应的计算模式扩展到利用直线集、点线组合等多种类型来建立两个射影平面的对应关系;总结了平面上基于点、直线元素可求解的多种3d不变量;提出了双视图下由点、直线元素的多种对应关系求解2d射影变换来构造“虚元素”的方法,结合“实元素”和“虚元素”可以提取更多的空间3d不变量。
  • For bilateral symmetry objects , the techniques on symmetry - point detection and symmetry - axis extraction are presented based on harmonic conjugation relationship . for rotated symmetry objects , the techniques on rotated units description and rotated symmetry center extraction are presented based on center invariants of objects . further more , by using 3d invariants and 2d projective transformation , an approach to recover shape from part symmetry objects is realized on some conditions
    ( 3 )深入分析了2d对称性目标透视成像的几何特点,将共点四线交比用于目标轮廓上的关键点的特性描述中;利用调和共轭关系,提出了一种针对左右对称型目标的对称点检测和对称轴提取的算法;利用交比关系构造了目标的形心不变量,提出了一种针对旋转对称型目标的旋转对称单元判定、旋转中心提取的算法;进一步利用3d不变量和2d射影变换,实现了一定条件下的对称性目标的形状恢复技术。
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