Multi Party Computation Motivated by the Birthday Problem

P. Hudoba, P. Burcsi
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Abstract

Suppose there are n people in a classroom and we want to decide if there are two of them who were born on the same day of the year. The well-known birthday paradox is concerned with the probability of this event and is discussed in many textbooks on probability. In this paper we focus on cryptographic aspects of the problem: how can we decide if there is a collision of birthdays without the participants disclosing their respective date of birth. We propose several procedures for solving this in a privacy-preserving way and compare them according to their computational and communication complexity.
基于生日问题的多方计算
假设教室里有n个人,我们想确定其中是否有两个人是同年同一天出生的。众所周知的生日悖论与这一事件的概率有关,在许多概率论教科书中都有讨论。在本文中,我们关注这个问题的密码学方面:我们如何确定是否存在生日冲突,而不需要参与者披露他们各自的出生日期。我们提出了几种以隐私保护的方式解决这一问题的方法,并根据它们的计算和通信复杂性对它们进行了比较。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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