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Privacy preserving mechanisms for optimizing cross-organizational collaborative decisions based on the Karmarkar algorithm

机译:基于Karmarkar算法的优化跨组织协作决策的隐私保护机制

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Cross-organizational collaborative decision-making involves a great deal of private information which companies are often reluctant to disclose, even when they need to analyze data collaboratively. The lack of effective privacy-preserving mechanisms for optimizing cross-organizational collaborative decisions has become a challenge for both researchers and practitioners. It is even more challenging in the era of big data, since data encryption and decryption inevitably increase the complexity of calculation. In order to address this issue, in this study we introduce the Karmarkar algorithm as a way of dealing with the privacy-preserving distributed linear programming (LP) needed for secure multi-party computation (SMC) and secure two-party computation (STC) in scenarios characterised by mutual distrust and semi-honest participants without the aid of a trusted third party. We conduct two simulations to test the effectiveness and efficiency of the proposed protocols by revising the Karmarkar algorithm. The first simulation indicates that the proposed protocol can obtain the same outcome values compared to no-encryption algorithms. Our second simulation shows that the computational time in the proposed protocol can be reduced, especially for a high-dimensional constraint matrix (e.g., from 100 x 100 to 1000 x 1000). As such, we demonstrate the effectiveness and efficiency that can be achieved in the revised Karmarkar algorithm when it is applied in SMC. The proposed protocols can be used for collaborative optimization as well as privacy protection. Our simulations highlight the efficiency of the proposed protocols for large data sets in particular. (C) 2017 Elsevier Ltd. All rights reserved.
机译:跨组织的协作决策涉及大量私人信息,即使公司需要协作分析数据,这些信息通常也不愿透露。缺乏有效的隐私保护机制来优化跨组织的协作决策已成为研究人员和从业人员的挑战。在大数据时代,这甚至更具挑战性,因为数据加密和解密不可避免地会增加计算的复杂性。为了解决这个问题,在本研究中,我们引入Karmarkar算法,作为处理安全多方计算(SMC)和安全两方计算(STC)所需的保护隐私的分布式线性规划(LP)的方法在互不信任和半诚实参与者的情况下,无需受信任的第三方的帮助。我们通过修改Karmarkar算法进行了两次仿真,以测试所提出协议的有效性和效率。第一次仿真表明,与无加密算法相比,所提出的协议可以获得相同的结果值。我们的第二次仿真表明,所提出的协议中的计算时间可以减少,尤其是对于高维约束矩阵(例如,从100 x 100到1000 x 1000)。这样,我们证明了将修正的Karmarkar算法应用于SMC时可以实现的有效性和效率。所提出的协议可用于协同优化以及隐私保护。我们的仿真特别强调了针对大型数据集提出的协议的效率。 (C)2017 Elsevier Ltd.保留所有权利。

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