资源列表
HistogramEqualization
- 数字图像处理，直方图均衡化的matlab代码实现-Digital image processing, histogram equalization matlab code
myfft
- 数字图像处理第二版project，傅里叶变换及快速傅里叶变换matlab实现-Digital Image Processing Second Edition project, Fourier transform and Fast Fourier Transform matlab realization
pca
- 用于图像重建的矩阵填充和矩阵恢复算法的程序代码，改进的pca算法-Recovery algorithm used for image reconstruction matrix filling and matrix code, pca algorithm
SparseDeconv_software
- 基于1范数的稀疏信号反卷积算法的程序代码，语音信号、迭代算法-The sparse signal deconvolution algorithm based on 1 norm of program code, speech signal, an iterative algorithm
RPCA_MC
- 图像修复的改进算法，RPCA算法程序代码，实现图像的去噪和复原-Improved algorithm of image restoration, RPCA algorithm program code, to achieve image denoising and restoration
JPEG400
- 实现对图片的JPEG压缩，JPEG压缩算法的纯C语言实现，可以直接移植到DSP，单片机上 -To achieve the image of JPEG compression, JPEG compression algorithm pure C language, can be directly transplanted to DSP, microcontroller
Alpha_shapes_3
- alphashapes算法实现（CGAL）-alphashape algorithm（CGAL）
phase_contrast1
- 相衬成像模拟 光栅衍射，基于菲涅尔自由传播的光栅成像-phase contrast
Round-epitrochoid
- Vitual C++ 6.0编写的_圆外旋轮线动态显示程序。Q、W键调整内圆大小；AS键调整外圆大小；Z、X调整外圆移动速度。-Vitual C++ 6.0 written _ round epitrochoid dynamic display program. Within Q, W keys to adjust the circle size AS keys to adjust the outer size Z, X adjust cylindrical movement speed.
Round-hypotrochoid
- Virtual C++ 6.0编写的圆内旋轮线，动态演示圆内旋轮线轨迹。Q、W键调整外圆大小，A、S键调整内圆大小，Z、X键调整内圆移动速度。-Virtual C++ 6.0 written round hypotrochoid inner circle dynamic presentation cycloid trajectory. Q, W keys to adjust the outer size, within A, S keys to adjust the inner circle s
Round-2-hypotrochoid-moving-round
- Virtual C++ 6.0编写的圆内旋轮线，2个动圆。动态演示圆内旋轮线轨迹。Q、W键调整外圆大小，A、S键调整内圆1大小，Z、X键调整内圆2大小。-Virtual C++ 6.0 written round hypotrochoid, two moving circle. Cycloid circular trajectory within a dynamic presentation. Q, W keys to adjust the outer size, the size of the
Round-2-epitrochoid-moving-round
- Virtual C++ 6.0编写的圆内旋轮线，2个动圆。动态演示圆内旋轮线轨迹。Q、W键调整外圆大小，A、S键调整外圆1大小，Z、X键调整外圆2大小。 -Virtual C++ 6.0 written round hypotrochoid, two moving circle. Cycloid circular trajectory within a dynamic presentation. Q, W keys to adjust the outer size, A, S keys to