基于复数运算函数的改进RSA签名算法

Hongwei Si, Youlin Cai, Zhimei Cheng
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引用次数: 16

摘要

采用RSA算法可以实现数字签名。RSA是一种广泛应用于公钥密码系统的加密算法。但是运行这个算法需要大量的时间和内存。本文提出了一种适合低计算能力设备的RSA签名算法。新的签名算法是基于复数运算函数的。本文阐述了RSA算法的基本原理。RSA算法的实现包括RSA密码密钥的生成和数据的加解密。通过使用RSA算法,可以使用发送方的私钥对明文进行签名,使用接收方的公钥进行加密。对于接收方,他可以使用自己的私钥解密,使用发送方的公钥验证签名。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
An Improved RSA Signature Algorithm Based on Complex Numeric Operation Function
Digital signature can be realized by using RSA algorithm. RSA is widely used in public-key cryptosystem. But running this algorithm needs lots of time and memory. This paper proposes a RSA signature algorithm to fit for the devices with low computational power. The new signature algorithm is based on complex numeric operation function. This paper expounds the fundamental principles of RSA algorithm. The realization of RSA algorithm includes the generation of RSA cryptographic key and the encryption and decryption of data. By using RSA algorithm, we can use the private key of the sender to sign the plaintext and the public key of the receiver to encrypt. For the receiver, he can use his private key to decrypt and the public key of the sender to verify the signature.
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