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Performance Parameter Based Comparison of Various Transforms

机译:基于性能参数的各种变换比较

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In this paper we present analysis and implementation of Discrete Cosine Transform (DCT), Discrete Wavelet Transform (DWT) with “Symlet 4 (Sym 4)” and “Biorthogonal 3.5 (Bior 3.5)” and Slantlet Transform. The DCT transforms signal and images from spatial domain to frequency domain. The DWT separates 1-D signal into approximate and detail information and 2-D signal into four sub-bands LL, LH, HL, and HH. The Slantlet Transform is known as orthogonal discrete wavelet transform. It separates 1-D signal into two sub-bands approximate and detail information and 2-D signal into four sub-bands LL, LH, HL, and HH respectively. In this paper we present decomposition and reconstruction of 1-D signal (ECG) and 2-D signal(image) by using DCT, DWT with “sym 4” and “Bior 3.5” and Slantlet Transform. Signal decomposition and reconstruction is important tool for compression, watermarking and steganography applications. The amount of distortion between input signal and reconstructed signal and the quality of reconstructed signal is evaluated by calculating statistical parameters. The quality of reconstructed signal by using DCT, DWT and Slantlet Transform is measured by calculating statistical parameters such as Mean Squared Error (MSE), Peak Signal to Noise Ratio (PSNR) and Normalised Root Mean Squared Error (NRMSE) to analyse performance of all these transforms respectively. Our experimental results have shown that MSE using DCT and Bior 3.5 is less than MSE using Slantlet transform and Sym 4 respectively. Hence DCT and DWT with Bior 3.5 proves better for signal decomposition and reconstruction than DWT with Sym 4 and Slantlet Transform.
机译:在本文中,我们介绍了离散余弦变换(DCT),离散小波变换(DWT)和“ Symlet 4(Sym 4)”,“ Biorthogonal 3.5(Bior 3.5)”和Slantlet变换的分析和实现。 DCT将信号和图像从空间域转换到频域。 DWT将1-D信号分成近似和详细信息,并且将2-D信号分成四个子带LL,LH,HL和HH。 Slantlet变换称为正交离散小波变换。它将1-D信号分为两个子带近似和详细信息,将2-D信号分别分为四个子带LL,LH,HL和HH。在本文中,我们通过使用DCT,带有“ sym 4”和“ Bior 3.5”的DWT和Slantlet变换对1-D信号(ECG)和2-D信号(图像)进行分解和重构。信号分解和重建是压缩,水印和隐写技术应用的重要工具。通过计算统计参数来评估输入信号与重构信号之间的失真量以及重构信号的质量。通过计算统计参数(例如均方误差(MSE),峰信噪比(PSNR)和归一化均方根误差(NRMSE))来分析所有设备的性能,从而通过使用DCT,DWT和Slantlet变换来测量重构信号的质量。这些转换分别。我们的实验结果表明,使用DCT和Bior 3.5的MSE分别小于使用Slantlet变换和Sym 4的MSE。因此,具有Bior 3.5的DCT和DWT被证明比具有Sym 4和Slantlet变换的DWT具有更好的信号分解和重构能力。

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