Description: 基于三维空间三角网格的二维投影图像变换,包括3D仿射变换,基础矩阵求解及欧式空间的重构,对基于图像的三维重构有研究的朋友可以看下-triangular grid transform two-dimensional projection images, including 3D affine transformation, based Matrix Solution and European space reconstruction, based on the three-dimensional image reconstruction studies have friends in a glance Platform: |
Size: 201728 |
Author:郭震宇 |
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Description: 非常详细的介绍了计算机视觉基础知识-摄像机模型,内参数,外参数和射影几何的知识,简单易懂-Very detailed introduction of the basic knowledge of computer vision- the camera model, with parameters, outside the parameters and the projective geometry of knowledge, easy-to-read Platform: |
Size: 212992 |
Author:besrt |
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Description: 透视投影 用于机器视觉中的摄像机的的透视投影方法-Perspective projection for the machine vision camera in the perspective projection method Platform: |
Size: 19456 |
Author:吕晋普 |
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Description: 这是我编写的关于计算机视觉中的一种重要的变换---射影变换的matlab源代码,希望对您有用。-This is what I prepared on computer vision in an important transformation of the projective transformation--- matlab source code, I hope useful for you. Platform: |
Size: 3072 |
Author:刘英 |
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Description: 双目视觉三维重建程序,输入左右相机匹配点对矩阵,自动计算投影矩阵,并输出射影空间下的三维点坐标-Binocular vision three-dimensional reconstruction program, enter the matching points on the matrix around the camera to automatically calculate the projection matrix, and output under the three-dimensional projective space point coordinates Platform: |
Size: 155648 |
Author:zhanglu |
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Description: 在Matlab图像处理工具箱中的Phantom函数,可以产生Shepp
-Logan的大脑图,该图作为一个测试图,可反映人大脑的许多性质-In the Phantom function in Matlab image processing toolbox, can generate Shepp
- Logan brain figure, the figure as a test pattern, can reflect the brain s many properties Platform: |
Size: 1024 |
Author:胡杨建 |
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Description: 一组用于计算不同参考椭球和不同投影之间的坐标变换的函数,包括以下工具:
- 从笛卡尔到地理坐标的
转换,以及 从地理坐标到横向墨西哥映射的反向
转换或者朗伯保形锥形映射以及 从地理到可以处理不规则区域和极点映射的UTM和背面
- 3D / 2D / 1D相似变换(Helmert变换)
- 确定3D / 2D / 1D-Helmert变换的参数
- 执行Helmert变换 后应用残差校正
- 读取和使用NTV2转换参数
- ITRS和ETRS帧之间的3D转换
- 3D / 2D仿射变换及其参数确定
- 3D / 2D到2D投影变换及其参数确定
- Molodensky变换(A set of functions to calculate coordinate transformations between different reference ellipsoids and different projections, including tools on:
- transformation from cartesian to geographic coordinates and back
- transformation from geographic coordinates to transverse mercator mapping or lambert conformal conical mapping and back
- transformation from geographic to UTM and back which can handle irregular zones and pole mapping
- 3D/2D/1D similarity transformation (Helmert transformation)
- determination of the parameters of a 3D/2D/1D-Helmert transformation
- applying residual corrections after performing a helmert transformation
- reading and using NTv2 transformation parameters
- 3D transformation between ITRS and ETRS frames
- 3D/2D affine transformation and its parameter determination
- 3D/2D to 2D projective transformation and its parameter determination
- Molodensky transformation) Platform: |
Size: 805888 |
Author:wufan620
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