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Heisenberg Groups as Platform for the AAG Key-Exchange Protocol

机译:海森堡集团作为AAG密钥交换协议的平台

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When the AAG protocol was first introduced, braid groups were proposed as platform group. However, there are studies that successful attack AAG with braid groups, one main attack method is the length-based attack. Searching for a new platform for AAG, Garber, Kahrobaei, and Lam studied polycyclic groups generated by number field and concluded that they are resistant against the length-based attack. Inspired by this result, we ask whether other type of polycyclic groups can be used as platform for AAG. In this paper, we discuss the use of Heisenberg groups, a type of polycyclic group, as a platform group for AAG by submitting them to one of AAG's major attacks, the length-based attack.
机译:首次引入AAG协议时,提出了编织组作为平台组。然而,有研究表明,利用编织物群成功攻击AAG,一种主要的攻击方法是基于长度的攻击。在寻找AAG的新平台时,Garber,Kahrobaei和Lam研究了由数字场产生的多环基团,并得出结论,它们对基于长度的攻击具有抵抗力。受此结果的启发,我们询问是否可以将其他类型的多环基团用作AAG的平台。在本文中,我们通过将海森堡基团(一种多环基团)用作AAG的平台组,来讨论它们如何使用AAG的主要攻击之一,即基于长度的攻击。

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