Hierarchical Identity-based Signature Scheme Research Articles

A Secure and Effective Hierarchical Identity-based Signature Scheme for ADS-B Systems

A Secure and Effective Hierarchical Identity-based Signature Scheme for ADS-B Systems

HIBaSS: hierarchical identity‐based signature scheme for AMI downlink transmission

AbstractThe advanced metering infrastructure (AMI) is the key to demand‐side management system in smart grid. The communication over AMI consists of plenty important data, which have different security requirements. In this paper, we propose a hierarchical identity‐based signature scheme (HIBaSS) to enhance the sender authentication for downlink transmission of AMI. The downlink in AMI mainly distributes control messages such as price and tariff information to the smart meters. Unlike the metering data in the uplink transmission that requires confidentiality, most of the control messages in downlink only require data integrity and sender authentication. Moreover, since most of the control messages are valid for a relatively long time period (e.g., an hour), more complicated but stronger cryptographic schemes can be applied in downlink AMI. In our proposed HIBaSS, each smart meter does not trust a signature from a single data aggregate point (DAP) although it includes the original signature from the authentication server (AS), because a smart meter has no way to verify a message or a DAP directly with the AS. Instead, a smart meter receives a group signature created by all the DAPs with certificates from the AS that prevents the messages from forgery, manipulation and repudiation. The performance evaluation also shows that HIBaSS is efficient enough to be applied in the AMI downlink transmission. Copyright © 2015 John Wiley & Sons, Ltd.

Scalable Hierarchical Identity-based Signature Scheme from Lattices

In the paper, we propose a novel adaptively secure hierarchical identity-based signature scheme from lattices. The size of signatures in our scheme is shortest among the existing hierarchical identity-based signature schemes from lattices. Our scheme is motivated by Gentry et al.s signature scheme and Agrawal et al.s hierarchical identity-based encryption scheme.

Practical Hierarchical Identity Based Encryption Scheme without Random Oracles

Recently, Au et al. proposed a practical hierarchical identity-based encryption (HIBE) scheme and a hierarchical identity-based signature (HIBS) scheme. In this paper, we point out that there exists security weakness both for their HIBE and HIBS scheme. Furthermore, based on q-ABDHE, we present a new HIBE scheme which is proved secure in the standard model and it is also efficient. Compared with all previous HIBE schemes, ciphertext size as well as decryption cost are independent of the hierarchy depth. Ciphertexts in our HIBE scheme are always just four group elements and decryption requires only two bilinear map computations.

Efficient hierarchical identity based signature scheme in the standard model

Hierarchical identity based cryptography is a generalization of identity based encryption that mirrors an organizational hierarchy. It allows a root public key generator to distribute the workload by delegating public key generation and identity authentication to lower-level public key generators. Most hierarchical identity based signature schemes are provably secure in the random oracle model or the weak models without random oracles such as gauntlet-ID model. Currently, there is no hierarchical identity based signature scheme that is fully secure in the standard model, with short public parameters and a tight reduction. In this paper, a hierarchical identity based signature scheme based on the q-SDH problem that is fully secure in the standard model is proposed. The signature size is independent of the level of the hierarchy. Moreover, our scheme has short public parameters, high efficiency and a tight reduction.