New identity based signcryption schemes from pairings.
Benoît Libert, Jean-Jacques Quisquater
Abstract
Benoît Libert, Jean-Jacques Quisquater
Abstract
Abstract. We present a new identity based scheme based on pairings over elliptic curves. It combines the functionalities of signature and encryption and is provably secure in the random oracle model. We compare it with Malone-Lee’s one from security and efficiency points of view. We give a formal proof of semantical security under the Decisional Bilinear Diffie-Hellman assumption for this new scheme and we show how to devise other provably secure schemes that produce even shorter ciphertexts. 1
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Abstract. We present a new identity based scheme based on pairings over elliptic curves. It combines the functionalities of signature and encryption and is provably secure in the random oracle model. We compare it with Malone-Lee’s one from security and efficiency points of view. We give a formal proof of semantical security under the Decisional Bilinear Diffie-Hellman assumption for this new scheme and we show how to devise other provably secure schemes that produce even shorter ciphertexts. 1
Key concepts: Random oracle, Signcryption, Computer science, Bilinear interpolation, Scheme (mathematics), Identity (music), Theoretical computer science, Encryption