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A novel mathematical model for group communication with trusted key generation and distribution using shamir's secret key and USB security

机译:一种新型的数学模型,用于使用shamir的秘密密钥和USB安全性进行可信任密钥生成和分配的组通信

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Authentication and confidentiality are two sides of a coin. A group communication is said to be secure only if it preserve both authentication and confidentiality. A group communication is secure if every member of the group is a trusted person. Hence, individual security leads to group security. This paper proposes a new method for secure group communication by providing individual security, in which each group is assigned with a one-time session key. In order to maximize individual security each user uses USB key together with his user name and password. This paper make use of shamir's secret sharing algorithm for creation of the share for each member of the participating group in communication, and Lagrangs interpolation formula for construction of key for the share by each member in the group. The proposed protocol is able to resist both insider and outsider attack.
机译:认证和保密性是硬币的两个方面。仅当组通信同时保留身份验证和机密性时,才被认为是安全的。如果组中的每个成员都是受信任的人,则组通信是安全的。因此,个人安全性导致群体安全性。本文提出了一种通过提供单独的安全性来进行安全的组通信的新方法,其中为每个组分配了一次会话密钥。为了最大程度地提高个人安全性,每个用户都将USB密钥及其用户名和密码一起使用。本文利用shamir的秘密共享算法为参与通信的每个组成员创建共享,并使用Lagrangs插值公式为组中每个成员构建密钥。所提出的协议能够抵抗内部和外部攻击。

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