Computing Blindfolded: New Developments in Fully Homomorphic Encryption

V. Vaikuntanathan
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引用次数: 144

Abstract

A fully homomorphic encryption scheme enables computation of arbitrary functions on encrypted data. Fully homomorphic encryption has long been regarded as cryptography's prized "holy grail" - extremely useful yet rather elusive. Starting with the groundbreaking work of Gentry in 2009, the last three years have witnessed numerous constructions of fully homomorphic encryption involving novel mathematical techniques, and a number of exciting applications. We will take the reader through a journey of these developments and provide a glimpse of the exciting research directions that lie ahead.
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计算蒙眼:全同态加密的新发展
一个完全同态的加密方案允许在加密数据上计算任意函数。完全同态加密一直被认为是密码学的“圣杯”——非常有用,但相当难以捉摸。从2009年Gentry的开创性工作开始,过去三年见证了许多涉及新颖数学技术的完全同态加密的构建,以及许多令人兴奋的应用。我们将带领读者走过这些发展的旅程,并提供未来令人兴奋的研究方向的一瞥。
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A Randomized Rounding Approach to the Traveling Salesman Problem Welfare and Profit Maximization with Production Costs Which Networks are Least Susceptible to Cascading Failures? Computing Blindfolded: New Developments in Fully Homomorphic Encryption The 1D Area Law and the Complexity of Quantum States: A Combinatorial Approach
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