• 基于低时间复杂度rank函数的缩略图保持图像加密方案

    Thumbnail-preserving image encryption scheme based on low time complexity rank function

    • 为了同时实现密文图像安全性和可搜索性,缩略图保持图像加密(Thumbnail-Preserving image Encryption, TPE)方案保证缩略图在图像加密前后一致。目前主流的TPE方案是基于rank-then-encipher框架构造,但该框架下大多数TPE方案时间复杂度较高。为了提升TPE方案的效率,提出一种低时间复杂度的rank函数。通过分析rank函数执行效率,发现降低像素组长度、像素之和以及像素取值范围能够提高rank函数效率。首先使用像素平均值将像素组分成两个较小的像素组,通过降低它们的像素之和、像素取值范围来提高rank函数执行效率。基于该rank函数构造一个低时间复杂度的TPE方案。实验结果表明在所提方案能够无损解密的前提下,该方案在加密时间上更具优势。

       

      Abstract: In order to achieve both ciphertext image security and searchability, the thumbnail-preserving image encryption (TPE) scheme ensures that the thumbnails are consistent before and after image encryption. Currently the mainstream TPE schemes are constructed based on the rank-then-encipher framework, but the time complexity of most TPE schemes under this framework are high. In order to improve the efficiency of the TPE schemes, a low time complexity rank function is proposed. By analyzing the rank function theoretically, it is found that the efficiency of the rank function can be improved by reducing the length of the pixel group, the sum of pixels and the range of pixel values. The pixel group is first divided into two smaller groups of pixels using pixel aages. The execution efficiency of rank function is improved by reducing their pixel sum and pixel value range. We construct a low time complexity TPE scheme based on this rank function. The experimental results show that the proposed scheme is more advantageous in terms of the encryption time, provided that the scheme is capable of lossless decryption.

       

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