Decentralized Multiauthority KP-ABE Scheme Without Bilinear Pairings

In the distributed computing environment, it is important to efficiently achieve secure access to data. One of the widely applied encryption mechanisms is the multiauthority attribute-based encryption (ABE). However, most existing multiauthority setting schemes were relied on bilinear pairings, which causes the system to bear a relatively large burden in computation overhead. In this article, we proposes a decentralized multiauthority key-policy ABE scheme without bilinear pairings, its security is relied solely on the decisional Diffie-Hellman assumption. It removes the trusted central authority and prevents user collusion attacks. Except for the global coordination between the attribute authorities, any party can simply play the part of a standard attribute authority by generating public keys and issuing corresponding decryption key components for users. The proposed scheme provides heightened security and efficiency compared to the current pairing-free multiauthority ABE scheme, as well as superior computational efficiency when compared to those utilizing bilinear pairings.