基于同态椭圆曲线密码的安全多方计算及隐私保护方案

Ankit Chouhan, A. Kumara, Makhduma Saiyad
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引用次数: 2

摘要

在这个前沿创新的时代,在系统中共享私有或机密信息是不受保护的,加密是数据安全的方法之一,我们通过它来保护我们的私有信息不受不知名的个人的影响。本文围绕基于椭圆弯曲密码的安全多方计算方法进行研究,处理SMC的经典方法是利用外部机密进行计算。尽管如此,当我们谈论常情情况时,TTP很难实现,在SMC中杀死TTP是基本的,而且现有的SMC安排使用传统的同态加密方案,例如RSA和Paillier。然而,这样的密码系统带来了较大的开销,使得所得到的SMC约定不具有适应性,我们提出了基于ECC的SMC同态加密方案,考虑到执行度量,例如计算开销和通信开销。我们在几个选择的计算中规定了一个有效的计算,提供了安全性,减少了成本,可以在多个保护请求应用中连接。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Secure Multiparty Computation and Privacy Preserving scheme using Homomorphic Elliptic Curve Cryptography
In this day and age of cutting edge innovation, it's not sheltered to share the private or classified information over the system .Cryptography is one of the methods in data security through which we are shield our private information from obscure individual .In this paper we center around the elliptic bend cryptography based methodology for secure multiparty calculation .Classical way to deal with SMC is to perform calculation utilizing confided in outsider. be that as it may, when we talk about commonsense circumstance TTPs are difficult to accomplish and it is basic to kill TTP in SMC .moreover ,existing arrangement proposed for SMC utilize traditional homomorphic encryption plan, for example, RSA and Paillier. Yet, such cryptosystem brought about greater expense ,So that resultant SMC conventions are not adaptable .We have proposed ECC based homomorphic encryption conspire for SMC, in light of execution measurements, for example, computational expense and correspondence cost . We prescribe an effective calculation among a few chose one, that offers security and diminishes costing and can be connected in numerous protection requesting application.
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