利用改进的吠陀乘法器进行三级二维离散小波变换

S. Tripathi, Bharat Mishra
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引用次数: 2

摘要

文献中存在的各种一维和二维DWT结构有行列结构、平行滤波结构、折叠结构、翻转结构和递归结构。这些体系结构在计算和硬件要求、存储输入图像所需的内存以及中间系数方面有所不同。本研究工作的主要目标是利用Vedic乘法器,为DWT的硬件实现提供高效的VLSI架构,并提高现有架构的硬件复杂性和速度。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Three stage 2-D discrete wavelet transform using modified vedic multiplier
The various 1-D and 2-D DWT architectures that exist in the literature are Row-column, parallel filter, folded, flipping and recursive structures. The architectures vary with respect to the computational and hardware requirement, the memory required to store the input image, and the intermediate coefficients. The main objective of this research work is to derive efficient VLSI architectures, for the hardware implementation of the DWT, using Vedic multiplier and improving the hardware complexities and speed of existing architectures.
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