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We propose a new construction of identitybased encryption without key escrow over the tradition RSA cryptosystems. The security of our scheme follows from the decisional Diffie-Hellman assumption and the difficulty of Modular inversion hidden number problem with error(MIHNPw E), which can be seen as a generalization of the modular inversion hidden number problem. We give an analysis on the hardness of MIHNPw E by lattice techniques. In our construction, we generate each user’s partial private key in the form of an MIHNPw E instance. The hardness of MIHNPw E provides our scheme with resistance against key-collusion attacks from any number of traitors. Our prototype implementation of the proposed scheme shows that it can be more computation efficient and easy-to-implementation than the influential pairingfriendly elliptic-curve based IBE scheme.
We propose a new construction of identity based encryption without key escrow over the tradition RSA cryptosystems. The security of our scheme follows from the decisional Diffie-Hellman assumption and the difficulty of Modular inversion hidden number problem with error (MIHNPw E), which can be seen We give an analysis on the hardness of MIHNPw E by lattice techniques. In our construction, we generate each user’s partial private key in the form of an MIHNPw E instance. The hardness of MIHNPw E provides our scheme with resistance against key-collusion attacks from any number of traitors. Our prototype implementation of the proposed scheme shows that it can be more computation efficient and easy-to-implementation than the influential pairingfriendly elliptic-curve based IBE scheme.