Abstract:In Shamir's ( ) t n , threshold of the secret sharing scheme, a secret s is divided into n shares by a dealer and is shared among n shareholders in such a way that (a) the secret can be reconstructed when there are t or more than t shares; and (b) the secret cannot be obtained when there are fewer than t shares. In the secret reconstruction, participating users can be either legitimate shareholders or attackers. Shamir's scheme only considers the situation when all participating users are legitimate shareholde… Show more
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