A new encryption scheme based on hybrid Problems

Hemlal Sahu, B. K. Sharma
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引用次数: 0

Abstract

In 1976 Diffie and Hellman gave the path breaking concept of public key cryptosystem. After that many public key cryptographic algorithms have been proposed based on single mathematical problem. Enhancing security is the major objective for public key cryptosystem on the basis of hardness of the intractable computational problem. To enhance security a new public key encryption scheme is designed based on two hard problems namely expressing a torsion point into linear combination of basis points and factoring. Since former is more complicate than solving ECDLP. So our proposed scheme is more secure than cryptosystems based on ECDLP and factoring. Therefore, this scheme is expected to gain a higher level of security. Developed scheme is more efficient with respect to encryption and decryption since it requires only minimal operations in both algorithms.
一种新的基于混合问题的加密方案
1976年,Diffie和Hellman提出了公钥密码系统的突破性概念。此后,人们提出了许多基于单一数学问题的公钥加密算法。基于难以处理的计算问题的艰难性,提高安全性是公钥密码体制的主要目标。为了提高公钥加密的安全性,设计了一种新的公钥加密方案,该方案基于两个难题:将一个扭转点表示为基点的线性组合和因式分解。由于前者比求解ECDLP更为复杂。因此,我们提出的方案比基于ECDLP和因数分解的密码系统更安全。因此,该方案有望获得更高的安全性。所开发的方案在加密和解密方面更有效,因为它只需要在两种算法中进行最小的操作。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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