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Enhancing Security by Adding Hill Cipher to Modified RSA Algorithm

机译:通过在修改的RSA算法中添加Hill密码来增强安全性

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RSA is a well-known public-key cryptography algorithm and it is best used for signing as well as encryption. It is considered to be one of the great discovery in public key cryptography. In RSA, 'n' is send via public key, and if 'n's' factors can be found by brute force attack it will increase the vulnerability of the algorithm. In this paper, we describe a new algorithm which is enhancement over RSA algorithm. Here, we are clubbing the modified RSA algorithm with Hill Cipher method, which increases the security. We first encrypt the data with the help of matrix, later the data is again encrypted by the n value. The cipher text is sent and at receiver side it get decrypted by the n2 value and again decrypted by the inverse matrix to get the plain text.
机译:RSA是一种众所周知的公钥加密算法,最适合用于签名和加密。它被认为是公钥密码学的重大发现之一。在RSA中,“ n”是通过公钥发送的,如果可以通过蛮力攻击找到“ n”个因素,则会增加算法的脆弱性。在本文中,我们描述了一种新算法,它是对RSA算法的增强。在这里,我们将改进的RSA算法与Hill Cipher方法结合在一起,从而提高了安全性。我们首先借助矩阵对数据进行加密,然后再次使用n值对数据进行加密。发送密文,并在接收方将其加密为n2值,然后再次由逆矩阵解密为纯文本。

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