© 2026 Aqora Quantum S.A.S.

Terms Privacy Legal Notice

National Conference on Electrical, Electronics and Computer Engineering (NCEECE)

A Dynamic ID-based Authenticated Group Key Agreement Protocol

Jun Zheng, Cheng Yang, Jinrong Xue, Can Zhang

Published Jan 1, 2016• 12 citations

Abstract

Through the group key agreement, all group members could negotiate a common session key which is used in later secure communication.While simple GKA cannot provide enough security to resist the adversary's attack, and the malicious damage during the agreement makes the authenticated key agreement particularly important.In identity-based authentication, user's unique identity information is used as the public key, which makes it exempt from a series of management of the certification in public-key infrastructure.Thereby, the identity-based key agreement can simplify the key management procedures and reduce the risk of failure at the certification authority.Recently, several identity-based group key agreement protocols have been proposed, however most of them are either vulnerable to impersonation and replay attack or inefficient and unscalable.This paper proposes a novel authenticated group key agreement protocol which is based on bilinear pairings.It needs two rounds to negotiate the session key, and the low computational complexity makes the protocol efficient and scalable.Meanwhile, our protocol also ensures the forward and backward secrecy and the key independence.Under the Decisional Diffie-Hellman assumption, our protocol is proved to be secure against the adversary. 1.

DOI: 10.2991/nceece-15.2016.192

Related papers

Round-optimal ID-based dynamic authenticated group key agreement

Xu An Wang, Jianhua Yan, Dongqing Xie +2 more

A group key agreement protocol provides a set of users with a shared secret key to achieve cryptographic goal. When membership changes, group session key should be updated efficiently and securely. Hence, dynamic group key agreement protocols are of practical significance. Identity-based group key agreement protocols are preferred to certificate-based ones since identity-based protocols can simplify public key management procedure. Most of previous dynamic group key agreement protocols need at least two rounds to establish or refresh group session keys. In this paper, an identity-based dynamic authenticated group key agreement (DAGKA) protocol is presented. It is round-optimal, since: 1) in setup and join algorithms, only one round of communication is required; 2) in leave algorithm, there is no message exchange among group members. Joining members cannot compute previous session keys and leaving members cannot compute subsequent session keys. The protocol is provably secure. Its AKE-security is proved under decisional bilinear Diffie-Hellman (DBDH) assumption. In addition, the protocol resists key control attack and achieves forward security.

International Journal of High Performance Systems Architecture•Jan 1, 2016•0 citations

Round-optimal ID-based dynamic authenticated group key agreement

Fei Li, Dongqing Xie, Wei Gao +2 more

A group key agreement protocol provides a set of users with a shared secret key to achieve cryptographic goal. When membership changes, group session key should be updated efficiently and securely. Hence, dynamic group key agreement protocols are of practical significance. Identity-based group key agreement protocols are preferred to certificate-based ones since identity-based protocols can simplify public key management procedure. Most of previous dynamic group key agreement protocols need at least two rounds to establish or refresh group session keys. In this paper, an identity-based dynamic authenticated group key agreement (DAGKA) protocol is presented. It is round-optimal, since: 1) in setup and join algorithms, only one round of communication is required; 2) in leave algorithm, there is no message exchange among group members. Joining members cannot compute previous session keys and leaving members cannot compute subsequent session keys. The protocol is provably secure. Its AKE-security is proved under decisional bilinear Diffie-Hellman (DBDH) assumption. In addition, the protocol resists key control attack and achieves forward security.

International Journal of High Performance Systems Architecture•Jan 1, 2016•0 citations

An ID-based Dynamic Authenticated Group Key Agreement Scheme with Optimal Round Complexity from Pairings

Fei Li, Dongqing Xie, Wei Gao +2 more

This paper presents an identity-based dynamic authenticated group key agreement (DAGKA) protocol with following advantages. The algorithms of Setup and Join has only one round communication. There is no message exchange among members in Leave algorithm. Joining members cannot know previous session keys and leaving members cannot know future session keys. Its AKE-security is proved under Decisional Bilinear Diffie-Hellman (DBDH) assumption. The protocol can resist key control attack and has forward security.

... International Conference on Complex, Intelligent and Software Intensive Systems•Jul 1, 2016•4 citations

Forward secure identity-based key agreement for dynamic groups

Nick Mailloux, Ali Miri, Monica Nevins

We propose a new identity-based authenticated group key agreement protocol that provides both perfect forward secrecy and key integrity, while offering low communication and computational complexity. We prove the security of our protocol under the decisional bilinear Diffie-Hellman assumption in the random oracle model. In addition, we propose efficient auxiliary key agreement protocols that maintain perfect forward secrecy, while allowing members to discard their ephemeral keys in the same session in which they were created.

Conference on Privacy, Security and Trust•Jul 1, 2011•1 citation

Identity-Based Authenticated Asymmetric Group Key Agreement Protocol.

Lei Zhang, Qianhong Wu, Bo Qin +1 more

Abstract. In identity-based public-key cryptography, an entity’s public key can be easily derived from its identity. The direct derivation of public keys in identity-based public-key cryptography eliminates the need for certificates and solves certain public key management problems in traditional public-key cryptosystems. Recently, the notion of asymmetric group key agreement was introduced, in which the group members merely negotiate a common encryption key which is accessible to any entity, but they hold respective secret decryption keys. In this paper, we first propose a security model for identity-based authenticated asymmetric group key agreement (IB-AAGKA) protocols. We then propose an IB-AAGKA protocol which is proven secure under the Bilinear Diffie-Hellman Exponent assumption. Our protocol is also efficient, and readily adaptable to provide broadcast encryption.

•Jan 1, 2010•0 citations

ID-based one round authenticated group key agreement protocol with bilinear pairings

Yijuan Shi, Gongliang Chen, Jianhua Li

Authenticated group key agreement is important in many modern collaborative and distributed applications. Recently, identity-based authenticated group key agreement has been increasingly researched because of the simplicity of a public key management. Basically, these protocols provide authentication by signatures. Hence they are less efficient for the verification of signatures creates additional computational overhead. In the paper, we propose an efficient authenticated group key agreement protocol by introducing a modified identity-based public key infrastructure with new system setup and key extraction algorithms. The security of our protocol is assured by the discrete logarithm assumption. Moreover, our protocol requires only one round and is more efficient than all previously known ones since it provides authentication without using signatures.

International Conference on Information Technology: Coding and Computing (ITCC)•Jan 1, 2005•31 citations

Through the group key agreement, all group members could negotiate a common session key which is used in later secure communication.While simple GKA cannot provide enough security to resist the adversary's attack, and the malicious damage during the agreement makes the authenticated key agreement particularly important.In identity-based authentication, user's unique identity information is used as the public key, which makes it exempt from a series of management of the certification in public-key infrastructure.Thereby, the identity-based key agreement can simplify the key management procedures and reduce the risk of failure at the certification authority.Recently, several identity-based group key agreement protocols have been proposed, however most of them are either vulnerable to impersonation and replay attack or inefficient and unscalable.This paper proposes a novel authenticated group key agreement protocol which is based on bilinear pairings.It needs two rounds to negotiate the session key, and the low computational complexity makes the protocol efficient and scalable.Meanwhile, our protocol also ensures the forward and backward secrecy and the key independence.Under the Decisional Diffie-Hellman assumption, our protocol is proved to be secure against the adversary. 1.

A group key agreement protocol provides a set of users with a shared secret key to achieve cryptographic goal. When membership changes, group session key should be updated efficiently and securely. Hence, dynamic group key agreement protocols are of practical significance. Identity-based group key agreement protocols are preferred to certificate-based ones since identity-based protocols can simplify public key management procedure. Most of previous dynamic group key agreement protocols need at least two rounds to establish or refresh group session keys. In this paper, an identity-based dynamic authenticated group key agreement (DAGKA) protocol is presented. It is round-optimal, since: 1) in setup and join algorithms, only one round of communication is required; 2) in leave algorithm, there is no message exchange among group members. Joining members cannot compute previous session keys and leaving members cannot compute subsequent session keys. The protocol is provably secure. Its AKE-security is proved under decisional bilinear Diffie-Hellman (DBDH) assumption. In addition, the protocol resists key control attack and achieves forward security.

A group key agreement protocol provides a set of users with a shared secret key to achieve cryptographic goal. When membership changes, group session key should be updated efficiently and securely. Hence, dynamic group key agreement protocols are of practical significance. Identity-based group key agreement protocols are preferred to certificate-based ones since identity-based protocols can simplify public key management procedure. Most of previous dynamic group key agreement protocols need at least two rounds to establish or refresh group session keys. In this paper, an identity-based dynamic authenticated group key agreement (DAGKA) protocol is presented. It is round-optimal, since: 1) in setup and join algorithms, only one round of communication is required; 2) in leave algorithm, there is no message exchange among group members. Joining members cannot compute previous session keys and leaving members cannot compute subsequent session keys. The protocol is provably secure. Its AKE-security is proved under decisional bilinear Diffie-Hellman (DBDH) assumption. In addition, the protocol resists key control attack and achieves forward security.

This paper presents an identity-based dynamic authenticated group key agreement (DAGKA) protocol with following advantages. The algorithms of Setup and Join has only one round communication. There is no message exchange among members in Leave algorithm. Joining members cannot know previous session keys and leaving members cannot know future session keys. Its AKE-security is proved under Decisional Bilinear Diffie-Hellman (DBDH) assumption. The protocol can resist key control attack and has forward security.

We propose a new identity-based authenticated group key agreement protocol that provides both perfect forward secrecy and key integrity, while offering low communication and computational complexity. We prove the security of our protocol under the decisional bilinear Diffie-Hellman assumption in the random oracle model. In addition, we propose efficient auxiliary key agreement protocols that maintain perfect forward secrecy, while allowing members to discard their ephemeral keys in the same session in which they were created.

Abstract. In identity-based public-key cryptography, an entity’s public key can be easily derived from its identity. The direct derivation of public keys in identity-based public-key cryptography eliminates the need for certificates and solves certain public key management problems in traditional public-key cryptosystems. Recently, the notion of asymmetric group key agreement was introduced, in which the group members merely negotiate a common encryption key which is accessible to any entity, but they hold respective secret decryption keys. In this paper, we first propose a security model for identity-based authenticated asymmetric group key agreement (IB-AAGKA) protocols. We then propose an IB-AAGKA protocol which is proven secure under the Bilinear Diffie-Hellman Exponent assumption. Our protocol is also efficient, and readily adaptable to provide broadcast encryption.

Authenticated group key agreement is important in many modern collaborative and distributed applications. Recently, identity-based authenticated group key agreement has been increasingly researched because of the simplicity of a public key management. Basically, these protocols provide authentication by signatures. Hence they are less efficient for the verification of signatures creates additional computational overhead. In the paper, we propose an efficient authenticated group key agreement protocol by introducing a modified identity-based public key infrastructure with new system setup and key extraction algorithms. The security of our protocol is assured by the discrete logarithm assumption. Moreover, our protocol requires only one round and is more efficient than all previously known ones since it provides authentication without using signatures.