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Discrete Wavelet Transform in Image Compression Using Labview

机译:使用Labview的图像压缩中的离散小波变换

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摘要

Image compression technique is the objective of image compression is to reduce irrelevance and redundancy of the image data in order to be able to store or transmit data in an efficient form. A discrete wavelet transform (DWT) is used as compression technique. DWT are essential to numerous applications in engineering and science, from loss less compression of audio (e.g. MP3) and images (e.g. JPEG2000) (where small high-frequency components can be discarded), to spectral methods for the numerical partial solution, differential equations discrete wavelet transform transform (DWT) is extensively used in image compression. Here authors developed a simple function to measure the DWT to compress the images. An image compression algorithm was developed using Lab View, the IMAQ block and IMAP block of Lab View was used to analyse and study the results of Image Compression using DWT. Image Compression is studied using 2-D DWT. The original image is transformed in 8-by-8 blocks and then inverse transform is applied in 8-by-8 blocks to create the reconstructed image. Error image is the difference between the original image and reconstructed image and the error image will be displayed. Compression in the resulting image and resulting performance parameter will be indicated in terms of Mean Square Error (MSE).
机译:图像压缩技术的目的是减少图像数据的不相关性和冗余度,以便能够以有效的形式存储或传输数据。离散小波变换(DWT)被用作压缩技术。 DWT对于工程和科学中的许多应用都是必不可少的,从音频(例如MP3)和图像(例如JPEG2000)的无损压缩(其中可以丢弃小的高频分量)到用于数值偏解的频谱方法,微分方程离散小波变换变换(DWT)广泛用于图像压缩。在这里,作者开发了一种简单的功能来测量DWT来压缩图像。使用Lab View开发了图像压缩算法,使用Lab View的IMAQ块和IMAP块来分析和研究使用DWT进行图像压缩的结果。使用2-D DWT研究图像压缩。原始图像按8 x 8块进行变换,然后按8 x 8块进行逆变换以创建重建的图像。错误图像是原始图像与重建图像之间的差异,并且将显示错误图像。结果图像和结果性能参数中的压缩将以均方误差(MSE)表示。

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