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DCT算法实现
- 普通DCT,快速DCT,快速IDCT算法的实现 vc程序 希望你喜欢!-ordinary DCT, fast DCT and IDCT algorithm for the rapid realization vc procedures hope you like!
fdctc
- 本代码演示了普通DCT,快速DCT,快速IDCT算法的实现。-demonstration of the code of common DCT, fast DCT, fast IDCT algorithm implementation.
Image
- 基于VC的位图图像处理程序,可实现以下功能: 1.图象参数统计:最大值,最小值,均值,直方图; 2.对比度增强:直方图均衡; 3.图象平滑:中值滤波; 4.图象锐化: Sobel算子; 5.图像旋转:将图像旋转任意角度并显示; 6.图象变换:将图象分块(8*8),作DCT变换,并作IDCT;
Frame
- 可以实现位图加载 ,图像二维DCT和IDCT变换-load bitmap file,DCT IDCT
ifdct_8x8
- idct the code to achieve common DCT, fast DCT, fast IDCT algorithm
idct
- idct the code to achieve common DCT, fast DCT, fast IDCT algorithm
jpeg
- JPEG 静态图像压缩 各文件功能说明如下: 1) JPEG压缩程序:gendat.exe 2) 为压缩后的数据加上JPEG文件头的程序genjpg.exe 3) 解JEPG压缩程序extrdat.exe 其中:(1)的输入参量是需要生成的压缩文件的名字。 主程序流程为: a) 程序初始化,读取文件名称、原始图像数据等基本数据; b) 从AC.TAB和DC.TAB两个文件生成AC表和DC表,存入数组 c) 以8×8为样本单位进行DCT变换 d) 以8×8为
FDCT
- VC++图像DCT快速变换演示源码 VC++图像DCT快速变换演示源码,一共演示了普通DCT、快速DCT、快速IDCT算法的实现,效果一般,不过代码写得不错。程序执行后,将每一种变换的结果存为TXT文档 ,方便查看-VC++ image DCT fast algorithm demo source VC++ source code image DCT fast transform presentation, a total of presentation of ordinary DCT, f
593IDCT
- dct变换与dct逆变换,程序可以直接运行,代码中有详细注释,容易理解。-dct dct transform and inverse transform, the program can run the code in detail in notes, easy to understand.
DCTiDCT
- the dct and idct with visual basic 6
Mmedctto
- 修改过的,用线形汇编改写的DCT,QQUANT,IDCT,IQUANT,代码 -The modified, linear assembler rewritten DCT, QQUANT, IDCT, IQUANT code
DCT-AND-IDCT
- VC++实现DCT和IDCT,是可以实现的。-DCT AND IDCT WRITTEN BY VC++
RAW_DCT_IDCT
- RAW DCT & IDCT Transform
DCT-Picture-Handler
- DCT,IDCT实例,可以学习下DCT对图片的处理相关工作,VC++源码-DCT, IDCT instance, can learn DCT for image processing-related work, VC++ source
Code
- DCT/IDCT converter for JPG GIF or other IMG files
169064
- 本代码演示了普通DCT,快速DCT,快速IDCT算法的实现-This code demonstrates common DCT, fast DCT, fast IDCT algorithm implementation,,
digital
- It calculates dct and idct and then calculates psnr and mse
Jridi17.pdf.tar
- An approximate kernel for the discrete cosine transform (DCT) of length 4 is derived from the 4-point DCT defined by the High Efficiency Video Coding (HEVC) standard and used for the computation of DCT and inverse DCT (IDCT) of power-of-two lengt