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t-Private and Secure Auctions

机译:t私人拍卖和安全拍卖

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In most of the used auction systems the values of bids are known to the auctioneer. This allows him to manipulate the outcome of the auction. Hence, one is interested in hiding these values. Some cryptographically secure protocols for electronic auctions have been presented in the last decade. Our work extends these protocols in several ways. Based on garbled circuits, I.e. encrypted circuits, we present protocols for sealed-bid auctions that fulfill the following requirements: 1. Protocols are information-theoretically I-private for honest but curious parties.2. The number of bits that can be learned by active adversaries is bounded by the output length of the auction. Hence, if the result of the auction has to remain unchanged, then we present protocols that are secure against malicious attacks.3. The computational requirements for participating parties are very low: only random bit choices and bitwise computation of the XOR-function are necessary.4. The protocols are perfectly correct, I.e. they have a zero probability of failure.Note that one can distinguish between the protocol that generates a garbled circuit for an auction and the protocol to evaluate the bids in an auction based on the garbled circuit. Usually previous papers are focused on the problem of evaluating the bids of an auction. In this paper we address both problems. In addition to the generalization of the concept of garbled circuit we will present a t-private protocol for the construction of a garbled circuit that reaches the lower bound of 2t + 1 parties and a more randomness efficient protocol for (t + 1)~2 parties.Finally we will present a strategy that allows new bidders to join a running auction or to change their bids dynamically. Our goal is that all bidders who do not change their bids are allowed to stay inactive in the process of bid changing.
机译:在大多数使用的拍卖系统中,拍卖师知道投标的价值。这使他可以操纵拍卖的结果。因此,人们有兴趣隐藏这些价值观。在过去的十年中已经提出了一些用于电子拍卖的加密安全协议。我们的工作以几种方式扩展了这些协议。根据乱码电路,即加密电路,我们提出了满足以下要求的密封竞价协议:1.协议从理论上讲是信息保密的,适用于诚实但好奇的各方。2。活动对手可以学习的位数受拍卖的输出长度限制。因此,如果拍卖结果必须保持不变,那么我们提出的协议可以抵御恶意攻击。3。参与方的计算要求非常低:仅需要随机选择比特和对XOR函数进行按位计算。4。该协议是完全正确的,即它们的失败概率为零。请注意,可以区分为拍卖产生乱码电路的协议和基于乱码电路评估拍卖中的出价的协议。通常,以前的论文集中在评估拍卖出价的问题上。在本文中,我们解决了两个问题。除了对乱码电路的概念进行泛化之外,我们还将提出一种用于构建乱码电路的t-private协议,该协议可达到2t +1方的下限,而对于(t +1)〜2则具有更高的随机性协议最后,我们将提出一种策略,允许新的竞标者参加正在进行的拍卖或动态更改其竞标价格。我们的目标是允许所有不更改其出价的投标人在更改出价的过程中保持不活动状态。

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