使用rivect - shamir - adleman算法进行电子签名验证与基于公共锁密码技术的身份验证技术

Melina Melina, F. Sukono, Herlina Napitupulu, Valentina Adimurti Kusumaningtyas
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引用次数: 0

摘要

为了遏制新冠肺炎的传播,几乎所有国家都被封锁了。大多数活动变成了在家工作(WFH),从而引发了在线交易的增加。涉及关键信息的在线交易需要电子签名(DS),这是一种身份验证和验证工具。一个快速和准确的过程发件人的合法性,真实性和反免责声明是必须的。用于证明DS的真实性、签名者身份的真实性和反否认的程序可以通过身份验证技术来实现。本研究的目的是通过反转Rivest-Shamir-Adleman密码算法中私钥和公钥的作用,提出一种基于系统公钥密码系统的身份验证技术。附加到DS的电子信息将存储在消息M中,对M使用哈希函数生成h = h (M)。h的值将使用私钥PR (d, n)加密为DS。通过使用公钥PU (e, n)对DS进行解密,验证签名的真实性,从而得到h的值。将h的值与h (cid:48)的值进行比较,h的值是由被检查的DS的消息哈希函数M的值得到的。h = h (cid:48)表示DS是真实的。如果数字大小为d > e,则签名时间大于验证时间;反之,签名时间大于验证时间。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Verifikasi Tanda Tangan Elektronik dengan Teknik Otentikasi Berbasis Kriptografi Kunci Publik Sistem Menggunakan Algoritma Kriptografi Rivest-Shamir-Adleman
To suppress the spread of COVID-19, almost all countries have been locked down. Most activities become work from home (WFH) so that triggers an increase in online transactions. Online transactions in-volving critical information require an electronic signature (DS), which is an authentication and verification tool. A fast and accurate pro-cess of sender legitimacy, authenticity, and anti-disclaimer is a must. The procedures used to prove the authenticity of DS, authenticity of the signer’s identity, and anti-repudiation can be carried out with authentication techniques. The purpose of this study is to propose a DS verification with an authentication technique based on system public-key cryptosystems by reversing the role of the private key and public key in the Rivest-Shamir-Adleman cryptographic algorithm. The electronic information attached to the DS will be stored in the message M, using a hash function against M to produce h = H ( M ) . The value of h will be encrypted to be a DS with the private key PR ( d, n ) . The signature is verified to prove its authenticity by decrypting the DS using the public key PU ( e, n ) , thus obtaining the value of h. The value of h is compared with the value of h (cid:48) which is obtained from the value of the message hash function M of the examined DS. If h = h (cid:48) means the DS is authentic. If the digit size is d > e , the signing time is longer than the time required for verification, and vice versa.
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