Scaling Digital Images Using Homomorphic Encryption

L. Babenko, I. Rusalovsky
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Abstract

Since time immemorial, cryptography has provided secure transmission of information in an insecure environment, keeping the data secret. Not so long ago the homomorphic cryptography began to actively develop. Its distinctive feature is that this type of cryptography allows you to process encrypted data without their preliminary decryption in such a way that the result of operations on encrypted data is equivalent, after decryption, to the result of operations on open data. Because of these features, homomorphic encryption can be effectively used in various cloud services to perform secure computing and secure image processing. At the same time, it is guaranteed that no one will have open data, even the service that performs the calculations. Purpose of the work: development of methods and tools for homomorphic encryption that allow performing homomorphic implementation of image processing algorithms. Research methods: analysis of possible implementations of digital image processing using homomorphic encryption, analysis of existing problems of performing a homomorphic implementation for image processing algorithms. Results: a method for homomorphic comparison of bits and numbers presented as an array of bits is proposed; a homomorphic implementation of the EPX image resizing algorithm is proposed; the complexity of the operation is analyzed when one pixel of the original image is enlarged using the proposed method; the analysis results are presented.
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使用同态加密缩放数字图像
自古以来,密码学就在不安全的环境中提供安全的信息传输,使数据保密。不久前,同态密码学开始积极发展。它的独特之处在于,这种类型的密码学允许您处理加密的数据,而不需要对其进行初步解密,这样在解密之后,对加密数据的操作结果与对开放数据的操作结果是等价的。由于这些特性,同态加密可以有效地用于各种云服务,以执行安全计算和安全图像处理。同时,它保证没有人会有开放的数据,即使是执行计算的服务。工作目的:开发同态加密的方法和工具,允许执行图像处理算法的同态实现。研究方法:分析利用同态加密实现数字图像处理的可能性,分析对图像处理算法进行同态实现存在的问题。结果:提出了一种以位数组表示的位与数的同态比较方法;提出了一种EPX图像调整算法的同态实现;分析了用所提方法放大原图像一个像素时的操作复杂度;给出了分析结果。
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