A distributed method of key issue and revocation of mobile ad hoc networks using curve fitting

K. Ramkumar, Amanpreet Kaur
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引用次数: 3

Abstract

The Mobile Adhoc NETworks (MANETs) are vulnerable to routing attacks [4] and hackers scythe the wireless networks easily. The MANETs need a distinctive attention of confidentiality [5] and authentication since these networks have unstable topologies and uncertainty in routing. Generally, the hackers try to snoop the wireless medium and get information about the wireless networks, the nodes which are in a particular propagation range can do this easily. So, it is a best practice to encrypt all routing and payloads in MANETs to avoid all men in the middle attacks. The symmetric encryptions are the standards for encrypting long messages with the limited computational efforts but they need a common key to start the encryption and decryption process. There are two basic questions, How to exchange the key between the source and destination, moreover who will take care of issuing and revoking keys to the new entrants. The key management is an important aspect of security algorithms and the proposed work implements a standard key management system by using the curve fitting-least square method of polynomial interpolation.
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一种基于曲线拟合的移动自组网关键问题和撤销的分布式方法
移动自组网(manet)容易受到路由攻击[4],黑客很容易破坏无线网络。由于这些网络具有不稳定的拓扑结构和路由的不确定性,因此manet需要特别注意保密性[5]和身份验证。一般来说,黑客试图窥探无线媒体并获取无线网络的信息,处于特定传播范围内的节点很容易做到这一点。因此,对manet中的所有路由和有效负载进行加密以避免所有中间人攻击是最佳实践。对称加密是在计算量有限的情况下加密长消息的标准,但它们需要一个公共密钥来启动加密和解密过程。有两个基本问题,如何在源和目的地之间交换密钥,以及谁将负责向新进入者颁发和撤销密钥。密钥管理是安全算法的一个重要方面,本文采用多项式插值的曲线拟合-最小二乘法实现了一个标准的密钥管理系统。
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