On the RS-Code Construction of Ring Signature Schemes and a Threshold Setting of RST
On the RS-Code Construction of Ring Signature Schemes and a Threshold Setting of RST
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DOI：
10.1007/978-3-540-39927-8_4
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发表时间：
2003-10
期刊：
影响因子：
3.9
通讯作者：
D. Wong;Karyin Fung;Joseph K. Liu;V. Wei
中科院分区：
文献类型：
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作者：
D. Wong;Karyin Fung;Joseph K. Liu;V. Wei
提出了一种构造1-out-n（环）签名方案的RS码。它是从RS码的擦除校正技术和多项式插值之间的等效性的观察。结构非常简单，得到一个环方程，可以适当地表示为Z1+… +Zn=v，它表示多项式的反估值的总和。我们还展示了如何将一般的环签名方案[6]扩展到at-out-nthreshold环签名方案。
We propose a Reed-Solomon (RS) code construction of the 1-out-n(ring) signature scheme. It is obtained from the observation of the equivalency between the erasure correction technique of the RS code and the polynomial interpolation. The structure is very simple and yields a ring equation that can appropriately denoted byZ1+ ... +Zn=v, which represents the summation ofnevaluations of a polynomial. We also show how to extend the generic RST scheme [6] to at-out-nthreshold ring signature scheme.