首页> 外国专利> GENERATING 3D SCENE ACCORDING TO IMAGE TAKEN AT DIFFERENT ANGLES WHEN INTRINSIC PARAMETERS OF CAMERAS THAT TOOK THE IMAGES ARE UNKNOWN

GENERATING 3D SCENE ACCORDING TO IMAGE TAKEN AT DIFFERENT ANGLES WHEN INTRINSIC PARAMETERS OF CAMERAS THAT TOOK THE IMAGES ARE UNKNOWN

机译:当相机的内在参数未知时,根据不同角度产生的图像生成3D场景

摘要

A method and system for the accurate and efficient estimation of the fundamental matrix (FM) are disclosed. The estimation is carried out based on a number of noisy correspondences. It works by incorporating linear approximations of the unity and singularity constraints while minimizing either the algebraic cost function (as in the traditional Eight-Point (8P) scheme) or the weighted algebraic cost function (as in the traditional Weighted Eight-Point (W8P) scheme). When the algebraic cost function is adopted, the estimation gives results that are more accurate than those obtained by the 8P scheme while running almost as fast. When the weighted algebraic cost function is adopted, the estimation not only gives results that are more accurate than those obtained by the W8P scheme but also runs twice faster. The preferred embodiments make use of the linear Taylor series approximations of the unity and singularity constraints. The linear approximations are taken at the current best estimate of the FM. The resulting linear system of equations is then solved for an improved FM estimate. This process is repeated until the iterative procedure converges.
机译:公开了一种用于精确有效地估计基本矩阵(FM)的方法和系统。该估计是根据许多有噪声的对应关系进行的。它通过合并单位和奇异性约束的线性近似来工作,同时最小化代数成本函数(如传统的八点(8P)方案)或加权代数成本函数(如传统的加权八点(W8P))方案)。当采用代数成本函数时,估算结果比8P方案获得的结果更准确,同时运行速度几乎一样快。当采用加权代数成本函数时,估计不仅给出比通过W8P方案获得的结果更准确的结果,而且运行速度快两倍。优选实施例利用了单位和奇异约束的线性泰勒级数逼近。线性近似是根据FM的当前最佳估计得出的。然后解决所得的线性方程组,以改善FM估计。重复此过程,直到迭代过程收敛为止。

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