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A memory-efficient realization of cyclic convolution and its application to discrete cosine transform

机译：循环卷积的记忆效率实现及其在离散余弦变换中的应用

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Hun-chen Chen; Jiun-in Guo; Tian-sheuan Chang; Chein-wei Jen;
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年度 2005
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1. A memory-efficient realization of cyclic convolution and its application to discrete cosine transform [J] . Hun-Chen Chen, Jiun-In Guo, Tian-Sheuan Chang, IEEE Transactions on Circuits and Systems for Video Technology . 2005,第3期

机译：循环卷积的内存有效实现及其在离散余弦变换中的应用
2. A cyclic correlated structure for the realization of discrete cosine transform [J] . Chan Y.-H., Siu W.-C. IEEE Transactions on Circuits and Systems. II . 1992,第2期

机译：用于离散余弦变换的循环相关结构
3. Recursive Algorithms and Systolic Architectures for Realization of Type-II Discrete Cosine Transform and Inverse Discrete Cosine [J] . M.N.Murty International Journal of Engineering Research and Applications . 2014,第4期

机译：用于实现II型离散余弦变换和逆离散余弦的递归算法和脉动体系结构
4. A Memory Efficient Realization of Cyclic Convolution and its Application to Discrete Cosine Transform [C] . Hun-Chen Chen, Jiun-In Guo, Chein-Wei Jen IEEE International Symposium on Circuits and Systems . 2003

机译：循环卷积的记忆有效实现及其在离散余弦变换中的应用
5. Fast and Scalable Architectures and Algorithms for the Computation of the Forward and Inverse Discrete Periodic Radon Transform with Applications to 2D Convolutions and Cross-Correlations. [D] . Carranza, Cesar. 2016

机译：快速和可扩展的体系结构和算法，用于计算正向和反向离散周期Radon变换，并应用于2D卷积和互相关。
6. Steerable-Discrete-Cosine-Transform (SDCT): Hardware Implementation and Performance Analysis [O] . Riccardo Peloso, Maurizio Capra, Luigi Sole, 2020

机译：可控离散余弦变换（SDCT）：硬件实现和性能分析
7. Generalized approach for the realization of discrete cosine transform using cyclic convolutions [O] . Chan, YH, Siu, WC 1993

机译：利用循环卷积实现离散余弦变换的通用方法

A memory-efficient realization of cyclic convolution and its application to discrete cosine transform

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