Effectiveness of enhanced tight finite scheme in quantum key distribution protocol for network communication

R. Khalid, Z. Zukarnain
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Abstract

Classical cryptography is mainly about the challenge to compute the secret key using current computing system. We tend to hide our information from being stealing by others. In order to do so, in this research paper we are proposing a method that use the law of physics in communication in terms of cryptography and key distribution by applying quantum theorems and principle. Using BB84 protocol as a base in quantum key distribution together with the implementation of tight finite key that compress the Shannon entropy and Von Neumann theory. Our multiparty system would be a new area of authentication. Throughout this paper, we are going to prove that our method will give a small error rate between the initial key rates with the final key rate then will impact the attack resilient. Yet the key cannot be formed and transferred simply.
增强紧有限方案在网络通信量子密钥分配协议中的有效性
经典密码学主要是解决当前计算系统对密钥计算的挑战。我们倾向于隐藏我们的信息以免被别人窃取。为了做到这一点,在本研究论文中,我们提出了一种方法,通过应用量子定理和原理,在密码学和密钥分发方面使用通信中的物理定律。采用BB84协议作为量子密钥分发的基础,实现了压缩香农熵和冯·诺伊曼理论的紧有限密钥。我们的多方系统将成为身份验证的一个新领域。在本文中,我们将证明我们的方法将在初始密钥速率与最终密钥速率之间给出一个小的错误率,然后将影响攻击弹性。然而,密钥不能简单地形成和转移。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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