基于博弈论的Aadhaar卡ECC算法性能研究

R. F. S. Lizy, V. Raj, K. Balasubramanian
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引用次数: 0

摘要

在Aadhaar卡中,安全性是一个至关重要的方面。因此,它应该尽可能保持私密性,我们将需要一些数据处理策略。这个文档对数据安全很有用。这种技术的优点在于文本加密和解密的安全性。使用非对称算法,如RSA (Rivest, Adi Shamir和Leonard Adleman)和ECC(椭圆曲线加密)。RSA算法用于创建一对密钥:一个是公钥,另一个是私钥。无论是智能卡还是Aadhaar卡,RSA算法都是最安全的数据保护算法。本文研究了基于GT(博弈论)方法的ECC算法的性能。将ECC和GT方法相结合,提高了本文的速度和安全性。建议通过增加速度、雪崩效应、速度、功耗和吞吐量来提高GT-ECC算法的性能。实验结果表明,GT -ECC技术的性能有所提高。文中还对GT -ECC算法进行了详细的数学论证。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Performance of ECC Algorithm U sing Game Theory for Aadhaar Card
In the Aadhaar Card security is a crucial aspect. Hence it should be kept as private as possible, we will require some data-handling strategies. This document would be useful for data security. The advantage of this technique is in terms of text encryption and decryption security. Asymmetric algorithms like RSA (Rivest, Adi Shamir, and Leonard Adleman) and ECC (Elliptic Curve Cryptography) are used. The RSA algorithm is used to create a pair of keys: one is a public key and another one is a private key. In both smart cards and Aadhaar cards, the RSA algorithm is the most secure algorithm for data protection. The performance of the ECC algorithm with GT (Game Theory) Methods is examined in this research paper. Combining ECC and GT approaches improves the speed and security of this paper. The GT-ECC algorithm's performance is recommended to be improved by increasing the Speed, Avalanche Effect, Speed, power consumption and Throughput. The experimental findings of the GT -ECC technique show improved performance. There is also a detailed mathematical justification for the GT -ECC algorithm.
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