Orthogonal transforms provide the foundation for the large-scale scientific computation, the growing significance of their applications has been marked in different areas for many years.
正交变换为大规模科学计算提供了基础,多年来正交变换在众多领域的诸多应用也表明了它们的重要性。
参考来源 - 广义参数化斜变换及其在图像压缩中的应用·2,447,543篇论文数据，部分数据来源于NoteExpress
Several methods of constructing orthogonal transforms are presented.
本文提出了构造正交变换的几种方法。
Orthogonal transforms are traditionally realized by "multiplication addition arithmetic" with less robustness.
传统上都采用“乘加算术”实现正交变换，鲁棒性差。
A novel systolic array architccture for computing discrete orthogonal transforms such as DCT, DHT(DWT) and DFT is proposed.
本文提出一种新型计算离散正交变换如DCT、DHT（DWT）和DFT的脉动阵列实现。
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