数字签名方案可以解决这个问题。
提出了一种证实数字签名方案。
同样，它也可以用来构建盲数字签名方案。
Also it can be used to construct blind digital signature scheme.
本文首次提出了一种基于纠错码的数字签名方案。
In this paper, a digital signature scheme constructed with error-correcting codes is first presented.
本文描述了一种适用于移动互连网的数字签名方案。
In this paper, we describe a digital signature scheme applied in mobile networks.
本文提出了基于纠错码的一类公钥体制数字签名方案。
A digital signature Public-key cryptosystem based on error correcting codes is presented in this paper.
此外还构造了一个具有前向安全性的门限数字签名方案。
Furthermore, a forward-secure threshold digital signature scheme is proposed.
为给出一种基于椭圆曲线密码的高效率的数字签名方案。
To offer a high efficiency digital signature based on elliptic curve cryptography.
而单向签名是一种只有特定的用户才能验证的数字签名方案。
Directed digital signature is a special signature scheme that must be verified by specific user.
因此设计安全、高效、可行的代理数字签名方案具有重要的现实意义。
So it is of great significance to design secure, efficient and feasible proxy signature schemes.
但在某些应用中，很有必要为普通数字签名方案增加某些额外的特性。
In some applications, it is necessary to add some additional properties to standard signature schemes.
新方案保持了不可否认数字签名方案的一般特点，并具有前向安全性。
The new scheme not only keeps the general feature of undeniable signature scheme, but also has the feature of forward secure.
系统中数字签名方案的设计是在研究了已有数字签名的方案的基础上设计的。
The digital signatures scheme of the electronic tax system is base on the existing digital signatures schemes.
分别提出了基于一个数学难题和同时基于两个数学难题的多重数字签名方案。
The paper proposes a scheme which based on one mathematics problem and a scheme which based on two mathematics problem.
现有的代理数字签名方案大多是基于离散对数问题和大数因子分解问题的方案。
Up to now most of the known proxy digital signature schemes are based on discrete logarithmic problems or big number factorization problems.
摘要：现有的代理数字签名方案都是基于离散对数问题和大数因子分解问题的方案。
Absrtact: The present representative digital signature approaches are based on discrete logarithm problem and large number factor decomposition.
为了使数字签名技术得到更广泛应用，研究了数字签名方案在多用户环境中的安全性。
To make the technology of digital signature be more widely applied, researched the security of the digital signature schemes in the multi-user setting.
比较结果显示基于离散对数的数字签名方案比其他的数字签名方案效率要高，而且更安全。
The results of comparison prove that this new digital signature based on discrete logarithm is more effective and secure than the others.
提出了基于椭圆曲线的数字签名方案，探讨了椭圆曲线密码算法的优点及其特别适用的领域。
This paper has proposed an elliptical curve digital signature program, and has explored the advantages and its special application areas.
指出在目前已知的攻击方法下，此基于最大秩距离码构造的数字签名方案在计算上是安全的。
It points out that the digital signature scheme based on maximum rank distance codes is computationally secure on the known attacks.
与普通数字签名方案相比，除了具有认证性、数据完整性外还具有保密性和接收方的隐私性。
Compared with common digital signature scheme, it has authentication, secrecy, data integrity and privacy of the receiver.
研究者之所以提出数字签名方案，就是为了使个人或组织能“数字地”对某份数字文件签名。
The purpose of the digital signature is to enable one person or certain organization to "digitally" sign some type of digital document.
这一结果表明基于身份的数字签名方案可以作为安全的密码原语用于构建更复杂的密码协议。
This result shows that an identity-based signature scheme can be used as a primitive block to design more complicated cryptographic protocols.
由于数字签名方案无法保证谁是经签名的消息的目标接收方，那么也就没有人能确定恶意方声明的真实性。
Because the digital signature scheme guarantees nothing about who is the intended recipient of the signed message, nobody can determine whether the malicious party's claim is true or not.
首先我们提出了一种改进的基于椭圆曲线的数字签名方案，并对其安全性和复杂度进行了分析。
First of all, in this paper, an improved digital signature scheme based on elliptic curve was presented. The security and complexity of digital signature was analyzed.
签名者的安全性和证实签名的“不可见性”是一个证实数字签名方案必须具备的两个重要特性。
The signature subscribers security and the confirmer signatures invisibility are characteristic to a confirmer signature scheme.
文中设计了一种基于超椭圆曲线密码体制的盲数字签名方案，方案中提出了对消息盲化的方法。
In this paper, a blind digital signature scheme is proposed, and a protocol of electronic voting based on the elliptic curve cryptosystem is designed.
文中设计了一种基于超椭圆曲线密码体制的盲数字签名方案，方案中提出了对消息盲化的方法。
This paper presents a blind signature scheme with message recovery, and investigates the blind question of Kang Li optimization.
由于数字签名方案无法保证消息被发送方签名并发送的次数，那么也就没有人能确定恶意接收方声明的真实性。
Because the digital signature scheme guarantees nothing about how many times the message was signed and sent by the sender, nobody can determine whether the malicious recipient's claim is true or not.
由于数字签名方案无法保证消息被发送方签名并发送的次数，那么也就没有人能确定恶意接收方声明的真实性。
Because the digital signature scheme guarantees nothing about how many times the message was signed and sent by the sender, nobody can determine whether the malicious recipient's claim is true or not.
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