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DWT Algorithm Implementation for Image Compression using VLSI

机译:使用VLSI的DWT图像压缩算法实现

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Image compression is very important in order to reduce storage need. An image is represented as a two dimensional array of coefficients. The best image quality at a given bit-rate (or compression rate) is the main goal of image compression. Image compression may be lossy or lossless. The DWT has the two properties of no blocking effect and perfect reconstruction of the analysis and the synthesis wavelets. The discrete wavelet transform (DWT) has recently received considerable attention in the context of image compression due to its flexibility in representing nonstationary image signals and its ability in adapting to human visual characteristics. It has also been adopted by the next generation image compression standard known as JPEG 2000, due to its superior rate-distortion performance as compared to DCT.The Discrete Wavelet Transform (DWT), which is based on sub-band coding is found to yield a fast computation of Wavelet Transform. It is easy to implement and reduces the computation time and resources required. DWT is a suitable tool for extraction image features because it allows the analysis of image on various levels of resolution. The Wavelet transform is an alternative time frequency analysis technique compared to the traditional methods. The attractive features of DWT in image coding have conducted to significant interest in efficient algorithms for its hardware implementation.
机译:图像压缩对于减少存储需求非常重要。图像表示为系数的二维阵列。给定比特率(或压缩率)下的最佳图像质量是图像压缩的主要目标。图像压缩可能有损或无损。 DWT具有无阻塞效应和完美重构分析和合成小波的两个特性。由于离散小波变换(DWT)可以灵活地表示非平稳图像信号,并且具有适应人类视觉特征的能力,因此最近在图像压缩方面受到了广泛的关注。它具有比DCT更高的速率失真性能,因此也被下一代图像压缩标准JPEG 2000所采用。发现基于子带编码的离散小波变换(DWT)可以产生小波变换的快速计算。它易于实现,并减少了计算时间和所需资源。 DWT是提取图像特征的合适工具,因为它允许以各种分辨率级别分析图像。与传统方法相比,小波变换是一种替代的时频分析技术。 DWT在图像编码中吸引人的功能引起了人们对其硬件实现的高效算法的极大兴趣。

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