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Design of User Authentication Protocol based on XTR-ElGamal

机译:基于XTR-ELGAMAL的用户认证协议设计

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An Efficient user authentication protocol can be the one that has fast operations and short key length. XTR is proposed by Lenstra and Verheul. It has short key length and fast computing speed. That's why; it can be used in complex arithmetic. This paper focuses on designing efficient user authentication protocol in which a subgroup of Galois Field to problem domain is applied Proposed protocol uses GF(p{sup}2) a subgroup for solving problem instead of using GF(p{sup}6) that is existent finite field. XTR-ElGamal based user authentication protocol reduced bit number that is required while exchanging key by doing with upside. Proposed protocol focuses on easy calculation and execution by reducing required overhead when calculated In this paper, we designed authentication protocol with y{sub}i = g{sup}(b·p{sup}(2(i-1)))·g{sup}(-s) mod q, 1 ≤ i ≤ 3 that is required to do user authentication.
机译:有效的用户身份验证协议可以是具有快速操作和短键长度的协议。 XTR由Lenstra和Verheul提出。它具有短的关键长度和快速计算速度。这就是为什么;它可以用于复杂算术。本文侧重于设计有效的用户认证协议,其中应用了对问题域的Galois字段的子组,提出了协议使用GF(p {sup} 2)用于解决问题的子组而不是使用gf(p {sup} 6)存在有限场。基于XTR-ELGAMAL基于的用户认证协议减少了通过upside交换键时所需的位数。建议的协议专注于通过在本文计算出计算时易于计算和执行,我们设计了具有Y {sub} i = g {sup}的认证协议(b·p {sup}(2(i-1)))· g {sup}( - s)mod q,1≤i≤3需要进行用户认证。

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