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Matrix transformation of digital image and its periodicity

机译:数字图像的矩阵变换及其周期性

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摘要

The periodicity of general matrix modular transformation is discussed, and a simple proof of a suffi- cient and necessary condition that a matrix transformation has periodicity is given. Using a block matrix method, the higher dimensional transformation and its inverse are studied, and a simple algorithm for calculating their periods is put froward. The security of n-dimensional Arnold transformation and its inverse is also discussed. The results show that the two transformations are applicable in scrambling and recovering images.
机译:讨论了一般矩阵模变换的周期性,并给出了矩阵变换具有周期性的充分必要条件的简单证明。使用块矩阵方法,研究了高维变换及其逆,并提出了计算其周期的简单算法。还讨论了n维Arnold变换及其逆的安全性。结果表明,两种变换均适用于图像的加扰和恢复。

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