opencv仿射变换、透视变换
2017-12-04 09:29
399 查看
In affine transformation, all parallel lines in the original image will still be parallel in the output image.
For perspective transformation, you need a 3x3 transformation matrix. Straight
lines will remain straight even after the transformation.
Image
Segmentation with Watershed Algorithm
Interactive
Foreground Extraction using GrabCut Algorithm
For perspective transformation, you need a 3x3 transformation matrix. Straight
lines will remain straight even after the transformation.
Image
Segmentation with Watershed Algorithm
Interactive
Foreground Extraction using GrabCut Algorithm
内容来自用户分享和网络整理，不保证内容的准确性，如有侵权内容，可联系管理员处理 
相关文章推荐
- Opencv学习——仿射变换和透视变换
- Opencv之仿射变换和透视变换
- 【OpenCV】图像变换（五）-仿射变换和透视变换
- opencv-第六章-图像变换-重映射、仿射变换、透视变换
- Opencv——仿射变换和透视变换
- 【OpenCV3图像处理】仿射变换 透视变换
- 【OpenCV】图像变换（五）-仿射变换和透视变换
- opencv仿射变换与透视变换
- 【OpenCV】图像变换（五）-仿射变换和透视变换
- opencv仿射变换与透视变换
- OpenCV 透视变换
- matlab vs opencv 对图像仿射变换功能的效果对比
- opencv-ios开发笔记9 使用透视变换矫正扭曲的图片
- 仿射变换OpenCV实现的最小二乘优化
- 【OpenCV学习笔记】7.4仿射变换warpAffine()
- OpenCV仿射变换+投射变换+单应性矩阵
- OpenCV仿射变换+投射变换+单应性矩阵
- OpenCv调整图像大小及仿射变换(旋转)
- OpenCV仿射变换+投射变换+单应性矩阵
- OpenCV入门学习（二）Affine Transformations（仿射变换）