Attribute-based Signature and its Applications
In an attribute-based signature (ABS), users sign messages with any predicate of their attributes issued from an at tribute authority. Under this notion, a signature attests not to the identity of the individual who signed a message, but a claim regarding the attributes the underlying signer possesses. In ABS, users cannot forge signatures with at tributes they do not possess even through colluding. On the other hand, a legitimate signer remains anonymous without the fear of revocation and is indistinguishable among all the users whose attributes satisfying the predicate spccitied in the signature. ABS is useful in many important applications such as anonymous authentication and attribute-based mes saging systems. In this paper, we propose two efficient ABS construc tions supporting flexible threshold predicate by exploring a new technique for signature signing. Compared with existed schemes, the new constructions provide better efficiency in terms of both the computational cost and signature size. The first new construction is provably secure in the random oracle model, while the second construction does not rely on the random oracle asssumption. To further reduce the trust on attribute authority, we also show an ABS construc tion with multiple attribute authorities. It is worth noting that the security of all the proposed constructions is not re lying on generic group. As an illustrative application, we construct an efficient non-transferable access control system from ABS.
Signature attribute-based predicate anonymity computa tional Diffie-Hellman assumption
Jin Li Man Ho Au Willy Susilo Dongqing Xie Kui Ren
Department of Electrical and Computer Engineering Illinois Institute of Technology IL, U.S.A. School of Computer Science and Software Engineering University of Wollongong,Australia Department of Computer Science Guangzhou University,P.R.China Department of Electrical and Computer Engineering Illinois Institute of Technology IL U.S.A.
国际会议
北京
英文
60-69
2010-04-13（万方平台首次上网日期，不代表论文的发表时间）