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首页> 外文期刊>Journal of computer sciences >HIERARCHICAL ACCESS CONTROL IN DYNAMIC PEER GROUPS USING SYMMETRIC POLYNOMIAL AND TREE BASED GROUP ELLIPTIC CURVE DIFFIE HELLMAN SCHEME | Science Publications
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HIERARCHICAL ACCESS CONTROL IN DYNAMIC PEER GROUPS USING SYMMETRIC POLYNOMIAL AND TREE BASED GROUP ELLIPTIC CURVE DIFFIE HELLMAN SCHEME | Science Publications

机译:对称多项式和基于树的椭圆曲线差分Hellman方案的动态对等组分层访问控制科学出版物

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摘要

> Hierarchical Access Control in group communication is an active area of research which is difficult to achieve it. Its primary objective is to allow users of a higher authority group to access information or resource held by lower group users and preventing the lower group users to access information held by higher class users. Large collection of collaborative applications in organizations inherently has hierarchical structures for functioning, where providing security by efficient group key management is a big challenging issue. While preserving centralized methods for hierarchical access control, it is difficult to achieve efficiency as a single membership change will result in lot of changes which are difficult to maintain. So, using distributed key agreement techniques is more appropriate for this scenario. This study explore on novel group key agreement approach, which combines both the symmetric polynomial scheme and Tree Based Group elliptic Curve key exchange. Also, it yields a secure protocol suite that is good in fault-tolerant and simple. The efficiency of SP-TGECDH is better than many other schemes. Using TGECDH makes the scheme suitable small Low powered devices.
机译: >群组通信中的分层访问控制是研究的一个活跃领域,很难实现。其主要目的是允许较高权限组的用户访问较低级用户的信息或资源,并防止较低级用户访问较高级用户的信息。组织中的大量协作应用程序本来就具有分层的功能结构,其中通过有效的组密钥管理提供安全性是一个很大的难题。在保留用于分级访问控制的集中式方法的同时,很难实现效率,因为单个成员资格更改将导致许多更改,这些更改难以维护。因此,使用分布式密钥协商技术更适合这种情况。该研究探索了一种新颖的组密钥协商方法,该方法将对称多项式方案与基于树的组椭圆曲线密钥交换相结合。而且,它产生了一个安全的协议套件,该套件具有良好的容错性和简单性。 SP-TGECDH的效率优于许多其他方案。使用TGECDH使该方案适合小型低功耗设备。

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