基于伪辛几何的具有仲裁的认证码的构造

Construction of Authentication Codes with Arbitration from Pseudo-symplectic Geometry

在伪辛几何中构作了一类具有仲裁的认证码，计算了它们的参数，并在假定源状态和编码规则都是概率分布等概的情况下，计算了各种成功攻击的概率．

A construction of authentication codes with arbitration form pseudo-symplectic geometry is given, the parameters are computed. Assuming that the probability distribution of source state and encoding rules are uniform, the probabilities of successful attacks are also computed.