2011Computer Engineering and Applications JournalRequires access

Self-certified threshold multi-secret sharing scheme under different access right

Jiandong Wang

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Abstract

In order to solve the secure distribution problems in the existing secret sharing scheme under different access right,based on the ID-based public key cryptography technology,a new secret sharing scheme under different access right is proposed,which adopts two polynomials,and then a generalized scheme is given.In the scheme,each participant's share is selected by the participant himself and secret dealer separately;the shares can be repeatedly used for the reconstruction of multiple secrets.The cheating between participants can be detected by verifying every participant's identity and share.Analysis shows the proposed scheme is secure.Furthermore,its efficiency is also better than others.

About this research paper

What this paper is about

In order to solve the secure distribution problems in the existing secret sharing scheme under different access right,based on the ID-based public key cryptography technology,a new secret sharing scheme under different access right is proposed,which adopts two polynomials,and then a generalized scheme is given.In the scheme,each participant's share is selected by the participant himself and secret dealer separately;the shares can be repeatedly used for the reconstruction of multiple secrets.The cheating between participants can be detected by verifying every participant's identity and share.Analysis shows the proposed scheme is secure.Furthermore,its efficiency is also better than others.

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Available abstract

In order to solve the secure distribution problems in the existing secret sharing scheme under different access right,based on the ID-based public key cryptography technology,a new secret sharing scheme under different access right is proposed,which adopts two polynomials,and then a generalized scheme is given.In the scheme,each participant's share is selected by the participant himself and secret dealer separately;the shares can be repeatedly used for the reconstruction of multiple secrets.The cheating between participants can be detected by verifying every participant's identity and share.Analysis shows the proposed scheme is secure.Furthermore,its efficiency is also better than others.

Key concepts: Secret sharing, Verifiable secret sharing, Shamir's Secret Sharing, Scheme (mathematics), Homomorphic secret sharing, Cheating, Cryptography, Computer science

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