Novel Approach for Key-Based Hashing Algorithm

Kaushal A. Shah, Kunj Joshi, Dwireph Parmar, Dhrumin Patel, Mukti Padhya
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Abstract

The existing key-based hashing algorithms, such as HMAC, NMAC and GMAC are highly dependent on pre-existing hashing algorithms such as MD5 and SHA1 which are self-sufficient and independent from the usage of keys. Hence, as a result, the key-based hashing algorithms inherit many aspects of security from its underlying algorithm and usually enhance it. But this feature also accounts for the loopholes in key-based hashing algorithms. The key-based hashing algorithms also inherit the number of rounds, used to hash the message, from its underlying algorithm as well. A fixed number of rounds also allows attacks on particular rounds in the algorithm to crack it. In this paper, a new, independent hashing algorithm is introduced which does not have a fixed number of rounds and is based on basic mathematical and Boolean concepts of Bitwise Operators. The performance and security analysis have shown in results, that the proposed algorithm is resistant towards known attacks on hashing algorithms and a few other attacks proposed by other researchers. Its performance analysis shows that it works in O(k3/2) time complexity which is efficient than O(k2) Time Complexity used in many widely used Key-Based Hashing Algorithms.
基于密钥的哈希算法的新方法
现有的基于密钥的哈希算法,如HMAC、NMAC和GMAC,高度依赖于已有的哈希算法,如MD5和SHA1,这些算法是自给自足的,不依赖于密钥的使用。因此,基于密钥的散列算法从其底层算法继承了许多方面的安全性,并且通常对其进行了增强。但是这个特性也解释了基于密钥的散列算法的漏洞。基于密钥的散列算法还从其底层算法继承了用于散列消息的轮数。固定的回合数也允许攻击算法中的特定回合来破解它。本文基于位运算符的基本数学和布尔概念,提出了一种不固定轮数的独立哈希算法。性能和安全性分析结果表明,所提出的算法可以抵抗已知的对散列算法的攻击以及其他研究人员提出的一些其他攻击。性能分析表明,它的工作时间复杂度为0 (k3/2),比目前广泛使用的基于密钥的哈希算法的时间复杂度为0 (k2)要高效。
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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