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A Novel Blind Signature Scheme Possessed with Dual Protections

机译:一种具有双重保护的新型盲人签名方案

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The basic theories for designing digital signatures are factorization or discrete logarithm. Generally, when building an information system, the defense ability of the system will be relatively weak if using either discrete logarithm or factorization theories alone. A blind signature scheme allows a person to sign an unknown message from others without knowing the disclosure of the content. It can be widely applied to secret electronic voting, anonymous digital cash systems, database security...etc. In view of the high security and efficiency and the need of a mechanism of Blind Signature in the future informationalized society, it is definitely essential to work out a way to eliminate the negative factors developed while building the system. This paper is following the main idea mentioned above and provides a novel blind signature scheme.
机译:设计数字签名的基本理论是分解或离散对数。通常,在构建信息系统时,如果使用单独的离子或分解理论,系统的防御能力将相对较弱。盲人签名方案允许人们在不知道内容的披露的情况下从其他人中签署未知消息。它可以广泛应用于秘密电子投票,匿名数字现金系统,数据库安全性...等。鉴于在未来的信息化社会中的盲目效率和盲目签名机制的需求的高度高度,这绝对是为了消除在建立系统时开发的负面因素的方法。本文遵循上述主要思想,并提供了一种新颖的盲签名方案。

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