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基于FFT的快速小波变换算法研究 被引量:5
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作者 曹宁 虞湘滨 《河海大学常州分校学报》 2001年第3期1-5,共5页
多分辨率小波分析和 Mallat算法在数字信息处理和信号分析中得到了广泛的应用 .但是按照 Mallat算法计算信号的分解和重建 ,其计算量是很大的 .文章通过对基于 FFT的快速卷积、Mallat算法原理及离散小波变换 (DWT)算法结构的分析 ,针对... 多分辨率小波分析和 Mallat算法在数字信息处理和信号分析中得到了广泛的应用 .但是按照 Mallat算法计算信号的分解和重建 ,其计算量是很大的 .文章通过对基于 FFT的快速卷积、Mallat算法原理及离散小波变换 (DWT)算法结构的分析 ,针对其算法结构特征 ,提出了一种基于FFT的离散小波变换快速算法 ,并从理论上进行了论证 ,具有一定的实用价值 . 展开更多
关键词 快速卷积 MALLAT算法 快速DWT算法 数字信息处理 FFT 离散小波变换算法
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基于边缘计算的电力物联网组网方案研究 被引量:5
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作者 赵珩 苗堃 +3 位作者 陈垒 霍明霞 张永乐 刘洋 《单片机与嵌入式系统应用》 2021年第10期7-11,共5页
根据边缘计算和组网平台技术,设计了一种电力物联网组网系统,能够完成电力物联网的智能自动组网,采用多通道采集技术对电力物联网数据进行信息采集和数据归纳,在边缘计算的基础上融入正交离散多小波变换算法,使系统能够快速判断数据,并... 根据边缘计算和组网平台技术,设计了一种电力物联网组网系统,能够完成电力物联网的智能自动组网,采用多通道采集技术对电力物联网数据进行信息采集和数据归纳,在边缘计算的基础上融入正交离散多小波变换算法,使系统能够快速判断数据,并进行组网。最后,通过对比验证分析列出三种不同组网方案的数据,从而直观看出本设计的优越性,通过列出的柱状图和描点图发现本研究的电力物联网组网方案延时时间更短,组网效率更高,证明了本设计方案的可行性。 展开更多
关键词 边缘计算 多通道采集 正交离散小波变换算法 电力物联网组网系统
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A blind watermarking algorithm based on DWT and SVD 被引量:2
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作者 XUAN Chun-qing XUAN Zhi-wei +1 位作者 ZHANG Xia CHEN Bao-li 《Journal of Measurement Science and Instrumentation》 CAS 2014年第2期31-35,共5页
This paper presents a new digital image blind watermarking algorithm based on combination of discrete wavelet transform (DWT) and singular value decomposition (SVD). First of all, we make wavelet decomposition for... This paper presents a new digital image blind watermarking algorithm based on combination of discrete wavelet transform (DWT) and singular value decomposition (SVD). First of all, we make wavelet decomposition for the original image and divide the acquired low frequency sub-band into blocks. Then we make singular value decomposition for each block and embed the watermark information in the largest singular value by quantitative method. The watermark can be extracted without the original image. The experimental results show that the algorithm has a good imperceptibility and robustness. 展开更多
关键词 discrete wavelet transform singular value decomposition a blind watermarking algorithm ROBUSTNESS
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A Parallel-based Lifting Algorithm and VLSI Architecture for DWT
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作者 Xiong Chengyi Tian Jinwen +1 位作者 Liu Jian Gao Zhirong 《Journal of Electronics(China)》 2006年第2期244-248,共5页
A novel Parallel-Based Lifting Algorithm (PBLA) for Discrete Wavelet Transform (DWT), exploiting the parallelism of arithmetic operations in all lifting steps, is proposed in this paper. It leads to reduce the cri... A novel Parallel-Based Lifting Algorithm (PBLA) for Discrete Wavelet Transform (DWT), exploiting the parallelism of arithmetic operations in all lifting steps, is proposed in this paper. It leads to reduce the critical path latency of computation, and to reduce the complexity of hardware implementation as well. The detailed derivation on the proposed algorithm, as well as the resulting Very Large Scale Integration (VLSI) architecture, is introduced, taking the 9/7 DWT as an example but without loss of generality. In comparison with the Conventional Lifting Algorithm Based Implementation (CLABI), the critical path latency of the proposed architecture is reduced by more than half from (4Tm + 8Ta)to Tm + 4Ta, and is competitive to that of Convolution-Based Implementation (CBI), but the new implementation will save significantly in hardware. The experimental results demonstrate that the proposed architecture has good performance in both increasing working frequency and reducing area. 展开更多
关键词 Discrete Wavelet Transform (DFT) Lifting scheme PARALLEL Very Large Scale Integration(VLSI)
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A novel texture clustering method based on shift invariant DWT and locality preserving projection
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作者 Rui XING San-yuan ZHANG Le-qing ZHU 《Journal of Zhejiang University-Science A(Applied Physics & Engineering)》 SCIE EI CAS CSCD 2009年第2期247-252,共6页
We propose a novel texture clustering method. A classical type of(approximate) shift invariant discrete wavelet transform(DWT),dual tree DWT,is used to decompose texture images. Multiple signatures are generated from ... We propose a novel texture clustering method. A classical type of(approximate) shift invariant discrete wavelet transform(DWT),dual tree DWT,is used to decompose texture images. Multiple signatures are generated from the obtained high-frequency bands. A locality preserving approach is applied subsequently to project data from high-dimensional space to low-dimensional space. Shift invariant DWT can represent image texture information efficiently in combination with a histogram signature,and the local geometrical structure of the dataset is preserved well during clustering. Experimental results show that the proposed method remarkably outperforms traditional ones. 展开更多
关键词 Shift invariant DWT. Texture signature Local preserving clustering Dimension reduction k-means
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