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    政大機構典藏 > 資訊學院 > 資訊科學系 > 期刊論文 >  Item 140.119/68433


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    題名: How to verify the threshold t of the Shamir’s (t,n)-threshold scheme
    作者: 左瑞麟
    Tso,Raylin;Miao,Ying;Takeshi Okamoto;Eiji Okamoto
    貢獻者: 資科系
    日期: 2005
    上傳時間: 2014-08-07 14:41:34 (UTC+8)
    摘要: In the Shamir (t, n)-threshold scheme, the dealer constructs a random polynomial f(x) ∈ GF(p)[x] of degree at most t-1 in which the constant term is the secret K ∈ GF(p). However, if the chosen polynomial f(x) is of degree less than t-1, then a conspiracy of any t-1 participants can reconstruct the secret K;on the other hand, if the degree of f(x) is greater than t-1, then even t participants can not reconstruct the secret K properly. To prevent these from happening, the degree of the polynomial f(x) should be exactly equal to t-1 if the dealer claimed that the threshold of this scheme is t. There also should be some ways for participants to verify whether the threshold is exactly t or not. A few known verifiable threshold schemes provide such ability but the securities of these schemes are based on some cryptographic assumptions. The purpose of this paper is to propose some threshold-verification protocols for the Shamir (t, n)-threshold scheme from the viewpoint of unconditional security.
    關聯: Transactions of Information Processing Society of Japan,46(8),1824-1833
    資料類型: article
    顯示於類別:[資訊科學系] 期刊論文

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