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Theoretical Foundations of Position-Based Cryptography.

机译:基于位置的密码学的理论基础。

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摘要

In this thesis, we initiate the study of cryptographic protocols where the identity, or other credentials and inputs, of a party are derived from its geographic location.;We start by considering the central task in this setting, i.e., securely verifying the position of a device. Despite much work in this area, we show that in the Vanilla (or standard) model, this above task (i.e., of secure positioning) is impossible to achieve, even if we assume that the adversary is computationally bounded. In light of the above impossibility result, we then turn to Dziembowski's Bounded Retrieval Model (a variant of Maurer's Bounded Storage Model) and formalize and construct information theoretically secure protocols for two fundamental tasks: Secure Positioning; and Position-Based Key Exchange.;We then show that these tasks are in fact universal in this setting---we show how we can use them to realize Secure Multi-Party Computation.;The main contribution of this thesis is threefold: to place the problem of secure positioning on a sound theoretical footing; to prove a strong impossibility result that simultaneously shows the insecurity of previous attempts at the problem; and to present positive results showing that the bounded-retrieval framework is a fruitful one to study the foundations of position-based cryptography.;This thesis is based on joint works with Vipul Goyal, Ryan Moriarty, and Rafail Ostrovsky.
机译:在本文中,我们开始研究密码协议,在该协议中,一方的身份或其他凭据和输入均来自其地理位置。;我们首先考虑这种情况下的中心任务,即安全地验证用户的位置。一个装置。尽管在这方面进行了大量工作,但我们表明在Vanilla(或标准)模型中,即使假设对手在计算上受到限制,上述任务(即安全定位)也无法实现。鉴于上述不可能的结果,我们接着转向Dziembowski的有界检索模型(Maurer有界存储模型的一种变体),并为以下两项基本任务形式化并构造理论上安全的信息协议:安全​​定位;和基于位置的密钥交换。然后,我们证明了这些任务实际上在这种情况下是通用的,我们将展示如何使用它们来实现安全的多方计算。本论文的主要贡献在于三方面:将安全定位的问题放在合理的理论基础上;证明强烈的不可能结果,同时表明先前对该问题的尝试是不安全的;并给出了积极的结果,表明有界检索框架是研究基于位置的密码学基础的卓有成效的框架。本论文基于与Vipul Goyal,Ryan Moriarty和Rafail Ostrovsky的共同研究。

著录项

  • 作者

    Chandran, Nishanth.;

  • 作者单位

    University of California, Los Angeles.;

  • 授予单位 University of California, Los Angeles.;
  • 学科 Computer Science.
  • 学位 Ph.D.
  • 年度 2011
  • 页码 106 p.
  • 总页数 106
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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