| Summary: | 碩士 === 國立中山大學 === 資訊工程學系研究所 === 103 === In 1980s, Yao proposed a secure computation which can allow two parties, one of which has a function f(⋅) and the other one has data x, to compute f(x) without revealing anything about f and x. Garbled circuits got numerous applications. But every time we want to garble a program, we need to convert it into a circuit first. In 2013, Lu and Ostrovsky proposed the garbled random-access machines, which can garble a RAM program directly. They constructed garbled RAM based on the pseudo-random functions and the Beaver-Micali-Rogaway paradigm in the semi-honest model.
In Lu-Ostrovsky construction, the garbled data is reusable, but the garbled programs are not reusable. Therefore, we propose a reusable garbled RAM with both the reusable data and programs. Our first construction is designed in the semi-honest model for less computational cost. The second construction is based on the approach of Lindell and Pinkas, which used the cut-and-choose technique to resist the malicious adversary.
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