文件名称:61IC_S545
- 所属分类：
- 图形图像处理(光照,映射..)
- 资源属性：
- [Matlab] [源码]
- 上传时间：
- 2014-09-28
- 文件大小：
- 9.65mb
- 下载次数：
- 0次
- 提 供 者：
- 球***
- 相关连接：
- 无
- 下载说明：
- 别用迅雷下载，失败请重下，重下不扣分！
介绍说明－－下载内容均来自于网络，请自行研究使用
基于结构张量的二维和三维图像增强方法，是由D.Kroon在J.Wickert编写程序基础上改进的程序，包含了五种不同的数值离散方案，包括标准离散、非负离散、隐式离散、旋转不变离散以及优化离散。分别包括matlab和c的程序。-Method of Image Enhancement Based on Structure Tensor.It includes five different schemes.
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下载文件列表
61IC_S545\文件列表.txt
.........\用于图像边缘增强的Matlab源码(文档清晰，效果很好)\CoherenceFilter.m
.........\................................................\compile_c_files.m
.........\................................................\functions\clmp.m
.........\................................................\.........\derivatives.c
.........\................................................\.........\derivatives.m
.........\................................................\.........\imgaussian.c
.........\................................................\.........\imgaussian.id0
.........\................................................\.........\imgaussian.id1
.........\................................................\.........\imgaussian.m
.........\................................................\.........\imgaussian.nam
.........\................................................\.........\imgaussian.til
.........\................................................\.........\showcs3.fig
.........\................................................\.........\showcs3.m
.........\................................................\.........2D\CoherenceFilterStep2D.c
.........\................................................\...........\CoherenceFilterStep2D.m
.........\................................................\...........\CoherenceFilterStep2D_functions.c
.........\................................................\...........\ConstructDiffusionTensor2D.m
.........\................................................\...........\diffusion_scheme_2D_implicit.m
.........\................................................\...........\diffusion_scheme_2D_non_negativity.m
.........\................................................\...........\diffusion_scheme_2D_novel.m
.........\................................................\...........\diffusion_scheme_2D_rotation_invariant.m
.........\................................................\...........\diffusion_scheme_2D_standard.m
.........\................................................\...........\EigenVectors2D.m
.........\................................................\...........\hessian.m
.........\................................................\...........\StructureTensor2D.m
.........\................................................\...........\ut_gauss.m
.........\................................................\.........3D\CoherenceFilterStep3D.c
.........\................................................\...........\CoherenceFilterStep3D.m
.........\................................................\...........\CoherenceFilterStep3D_functions.c
.........\................................................\...........\diffusion_scheme_3D_implicit.m
.........\................................................\...........\diffusion_scheme_3D_non_negativity.c
.........\................................................\...........\diffusion_scheme_3D_non_negativity.m
.........\................................................\...........\diffusion_scheme_3D_novel.m
.........\................................................\...........\diffusion_scheme_3D_novel_getUpdate.c
.........\................................................\...........\diffusion_scheme_3D_novel_getUpdate.m
.........\................................................\...........\diffusion_scheme_3D_rotation_invariant.c
.........\................................................\...........\diffusion_scheme_3D_rotation_invariant.m
.........\................................................\...........\diffusion_scheme_3D_standard.c
.........\................................................\...........\diffusion_scheme_3D_standard.m
.........\................................................\...........\EigenDecomposition3.c
.........\................................................\...........\EigenDecomposition3.h
.........\................................................\...........\EigenVectors3D.c
.........\................................................\...........\EigenVectors3D.m
.........\.......................