Welcome to the resource topic for 2022/018
Pairing-based Accountable Subgroup Multi-signatures with Verifiable Group Setup
Authors: Ahmet Ramazan Ağırtaş, Oğuz YaylaAbstract:
An accountable subgroup multi-signature is a kind of multi-signature scheme in which any subgroup S of the group G of potential signers jointly sign a message m, ensuring that each member of S is accountable for the resulting signature. In this paper we propose three novel pairing-based accountable subgroup multi-signature (ASM) schemes. In the first one, we use Feldman’s verifiable secret sharing scheme as an implicit authentication and proof-of-possession for setting up the group G. In the second one, the members participating in authentication is decided by the subgroup itself. In the third one, we consider a designated combiner managing the authentication process. All schemes that we propose here require fewer computations in signature generation, signature aggregation and verification phases than the pairing-based ASM scheme proposed by Boneh, Drijvers and Neven. Moreover, our first and the third ones solve the open problem of constructing an ASM scheme in which the subgroup S of signers is not known before the signature generation. Besides, we give a method of eliminating the combiner in case of knowing the subgroup of signers S in advance. Further we extend our proposed schemes to aggregated versions. For n accountable subgroup multi-signatures, aggregated versions of our proposed schemes output an aggregated signature with size of a single group element and require n+1 pairings in aggregated signature verification, whereas the partial aggregated ASM scheme of Boneh, Drijvers and Neven gives an aggregated signature with size of n+1 group elements and requires 2n+1 pairings in aggregated signature verification.
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