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首页> 外文期刊>Journal of computational and theoretical nanoscience >An Efficient Image Compression Method by Using Optimized Discrete Wavelet Transform and Huffman Encoder
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An Efficient Image Compression Method by Using Optimized Discrete Wavelet Transform and Huffman Encoder

机译:使用优化的离散小波变换和Huffman编码器的有效图像压缩方法

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摘要

Image compression performs a vital role for image transmission and storage. Image compression signifies diminishing the image size, with no loss in the image quality. For mitigating the storage necessities of image transmission, image compression approach is projected to proffer a compact illustration of an image. Even though the image compression methodology has a salient role for compressing images certain conflicts are still present in these techniques. We introduced a unique image compression methodology by pooling Single Value Decomposition (SVD) and optimized Discrete Wavelet Transform (DWT). In the initial stage, the input image is subjected to decomposition through SVD. The decomposed image thus obtained is restored through inverse SVD. The restored image thus achieved is inputted to the DWT, where the optimization is performed through a renowned optimization technique called genetic algorithm (GA). Consequently the processing speed gets increased. The outcome of the optimized DWT process will be given as input to the Huffman encoding and decoding. Finally, the actual image is regained through Inverse Discrete Wavelet Transform (IDWT) process, for attaining the decompressed image. Our suggested technique of image compression will be applied in MATLAB platform. The operation of our image decomposition methodology will be analyzed by a lot of other images. Moreover the performance will be compared with the prevailing techniques according to Peak Signal Noise Ratio (PSNR), Structural Similarity Index Measurement (SSIM), Mean Square Error (MSE), and Compression Ratio (CR).
机译:图像压缩对图像传输和存储执行至关重要的作用。图像压缩意味着减少图像尺寸,图像质量没有损失。为了减轻图像传输的存储必需品,投影图像压缩方法以提供图像的紧凑型图。即使图像压缩方法具有用于压缩图像的突出作用,这些技术仍然存在某些冲突。通过汇集单值分解(SVD)和优化的离散小波变换(DWT),我们介绍了独特的图像压缩方法。在初始阶段,通过SVD对输入图像进行分解。通过逆SVD恢复如此获得的分解图像。如此实现的恢复图像被输入到DWT,其中通过称为遗传算法(GA)的着名优化技术来执行优化。因此,处理速度会增加。优化的DWT过程的结果将作为霍夫曼编码和解码的输入给出。最后,通过逆离散小波变换(IDWT)处理来恢复实际图像,以实现解压缩图像。我们建议的图像压缩技术将应用于Matlab平台。通过许多其他图像分析我们的图像分解方法的操作。此外,根据峰值信号噪声比(PSNR),结构相似度指数测量(SSIM),均方误差(MSE)和压缩比(CR),将与峰值信号噪声比(PSNR)进行比较。

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