基于分形几何的压缩加密

Abraham Jun Jiang Lock, C. H. Loh, Siti Hasanah Juhari, A. Samsudin
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引用次数: 13

摘要

有效和安全的传输是保证适当的数据保护和传输速度的必要条件。压缩和加密技术用于满足这些需求。分形几何是一种将压缩和加密结合在一起的技术。本文提出了一种基于分形几何的图像压缩与加密相结合的新思想。目前,分形加密和压缩都是单独进行的。为了满足快速、安全的图像传输,提出了这种压缩加密方法。我们提出将曼德布洛特集和压缩图像转换为方阵。利用迭代函数系统(IFS)对图像进行压缩。然后,采用矩阵运算对图像进行加密。初步的理论和实验结果都令人鼓舞。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Compression-Encryption Based on Fractal Geometric
Efficient and secured transmissions are necessary to ensure proper data protection and transmission speed. Compression and encryption techniques are used to meet these requirements. Fractal geometric is one of the techniques that can combine both compression and encryption together. In this paper, we introduce a new idea of combining image compression and encryption based on fractal geometric. Presently, the fractal encryption and compression are done individually. This compression-encryption is proposed to satisfy a fast and secure image transmission. We propose to convert Mandelbrot set and compressed image into square matrix. The image is compressed by using Iterated Function System (IFS). Then, matrix operation is applied to encrypt the image. The preliminary results, both theoretical and experimental are encouraging.
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