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首页> 外文期刊>International Journal of Engineering and Technology >AN EFFICEIENT ENCRPYTION ALGORITHM BASED ON PUBLIC KEY CRYPTOGRAPHY
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AN EFFICEIENT ENCRPYTION ALGORITHM BASED ON PUBLIC KEY CRYPTOGRAPHY

机译:基于公钥密码学的高效加密算法

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摘要

In asymmetric key cryptography, also known as Public Key cryptography. There are two different keys which are used that form a key pair. One key is used for encryption and the other is used for decryption, therefore, no other key can decrypt the message. The advantage of this scheme is that every communicating party needs just a key pair for communicating with anyone else. RSA is a well-known public-key cryptography algorithm and it is suitable for signing as well as encryption. Thereby, it was considered one of the first great advances in public key cryptography. In RSA, n is transmitted in public key, and if n?s factors can be found by brute force attack it will reduce the security of the algorithm. In this paper, we describe a new algorithm which is similar to RSA algorithm with some modification. This helps in increasing the security of RSA algorithm. There are two n values: n1 and n2. We have used four variables to determine the value of n1. This make it difficult to factorize n1 value. n1 is used during encryption and n2 is used during decryption.
机译:在非对称密钥密码学中,也称为公共密钥密码学。有两个使用不同的密钥形成密钥对。一个密钥用于加密,另一个密钥用于解密,因此,没有其他密钥可以解密消息。该方案的优点在于,每个通信方仅需要一个密钥对即可与其他任何人通信。 RSA是一种众所周知的公钥加密算法,它既适用于签名也适用于加密。因此,它被认为是公钥密码学的第一个重大进步。在RSA中,n是通过公钥传输的,如果可以通过蛮力攻击找到n个因素,则会降低算法的安全性。在本文中,我们描述了一种与RSA算法相似的新算法,但做了一些修改。这有助于提高RSA算法的安全性。有两个n值:n1和n2。我们使用了四个变量来确定n1的值。这使得难以分解n1值。在加密期间使用n1,在解密期间使用n2。

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