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- The DLT (Direct Linear Transformation) algorithm is widely used in 3-D reconstruction of planar images. DLT算法是利用平面图象进行三维重构的广泛采用的基本算法。
- Firstly,a photogrammetric model named direct linear transform (for short DLT),which relate the world coordinate with image coordinate ,is presented. 本文还论述了图象处理技术,包括中值滤波、边缘检测、哈夫变换、连通域标记等,应用这些技术,可以得到像点的图象坐标。
- The method used to calibrate the camera is the Direct Linear Transform (DLT) in photogrammertry.Meanwhile, many image processing technologies are adopted, such as the filtering, denoising and so on. 本文采用了摄影测量学的直接线性转换法(DLT)来标定摄像机,并利用了数字图像处理技术中的均衡、滤波等技术对图像进行处理。
- Self-calibration direct linear transformation 自校验直接线性变换
- direct linear transformation (DLT) 变形监测
- direct linear transformation(DLT) 直接线性变换
- Two-dimensional direct linear transform 二维DLT
- normalized direct linear transform algorithm 正交DLT算法
- The application study of the direct linear transformation in deformation observation 数字摄影测量中直接线性变换法的应用探索
- Keywords direct linear transformation;close-range photogrammetry;three dimensional survey and rebuild of soft tissue; 关键词直接线性变换;近景摄影测量;软组织三维测量与重建;
- direct linear transformation 直线性变换
- direct linear transform 直接线性变换法
- A linear transformation on Milbert space is called compact(also completely continuous). 希尔伯特空间上的线性变换叫做紧的(也叫全连续的)。
- Linear transformation is the key of complex function, and also is a fundamental and significant Conformal mapping. 线性变换是复变函数中的一个重要内容,是一种基本又十分重要的保形变换。
- The specular reflection is a very important linear transformation in Euclidean space, and it has a special geometrical explanation in geometrical space. 摘要镜面反射是欧氏空间中一类很重要的线性变换,在几何空间中有着极其形象的解释。
- Mesoscopic double resonance circuit with complicated coupling is quantized by the method of harmonic oscillator quantization and linear transformation. 摘要对介观复杂耦合电路作双模耦合谐振子处理,将其量子化。
- A feature extractor using linear transformation matrix is further employed to extract the classification-oriented features. 一个使用线性转换矩阵的特征提取器对分类导向的特征做进一步的提取。
- Selection of the subsection point is the key to enhance low contrast image under light background by subsection linear transformation. 采用分段线性变换对白天亮背景下低对比度图像序列进行对比度增强,最关键的是分段点的选取。
- A new linear transformation is presented. It is defferent to the transformation by R. H. Park and diff erent also to the orthogonal transformation by P. M. Anderson. 本文提出一种新的线性变换,它不同于R·H·Park所用的变换,也不同于P·M·Anderson所用的正交变换,这种变换暂称为混合变换。
- In this article,a geometric introduction to determinants with the linear transformation is proposed,and the geometric approaching to determinants of John Hannah is introduced. 提出用线性变换来引入行列式的几何定义方法 ,介绍了JohnHannah的行列式的几何处理框架