LNMNT-New Mersenne Number based Lightweight crypto Hash function for IoT

Nabeel, Nubila; Habaebi, Mohamed Hadi; Islam, Rafiqul

doi:10.1109/iccce50029.2021.9467180

Cited by 5 publications

(3 citation statements)

References 9 publications

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“…Recently, the obtainable LW hash functions are less flexible, depending on fixed parameters to hash small messages. Therefore, in Reference 58, an LW new Mersenne number transform (LNMNT) based crypto hash function was presented to provide IoT security. LNMNT could offer better diffusion and require minimum resources.…”

Section: Lightweight Encryptionmentioning

confidence: 99%

Hybrid homomorphic‐asymmetric lightweight cryptosystem for securing smart devices: A review

Mathews,

Jose

2023

Trans Emerging Tel Tech

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The Internet of Things (IoT) has emerged as a new concept in information and communication technology, and its structure depends on smart device communications. It was evolving as a significant factor of the Internet and made the interconnection of huge devices likely, accumulating huge amounts of information through innovative technologies. Thus, the requirement for IoT security is more significant. Scalable services and applications are susceptible to information leakage and attacks, demanding higher privacy and security. Cryptography is a technique to secure data integrity, confidentiality, authentication, and network access control. Owing to several limitations of IoT devices, the classical cryptographic protocols are not appropriate for all IoT smart devices like smart cities, smart homes and so forth. Consequently, researchers have introduced numerous lightweight cryptographic (LWC) protocols and algorithms for IoT security. Numerous solutions are available in the research field regarding security using cryptographic algorithms in IoT environments; however, such solutions have not attained satisfactory outcomes. So, finding a solution by examining the recent issues is open research. This article investigates the various LWC protocols for IoT devices and provides a reasonable enquiry into existing ubiquitous ciphers. Furthermore, the article appraises various recently presented lightweight (LW) block ciphers and hybrid homomorphic LWC regarding security. In addition, this article assists in comprehending the significance of security features and progression in cryptographic algorithms. Finally, the article reports on the necessary changes and recommends upcoming research focuses. Also, this article assists in realizing the importance of security and progressions in cryptographic algorithms.

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Section: Lightweight Encryptionmentioning

confidence: 99%

Hybrid homomorphic‐asymmetric lightweight cryptosystem for securing smart devices: A review

Mathews,

Jose

2023

Trans Emerging Tel Tech

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“…In cryptography, sponge construction [24] [25] is a class of algorithms made up of internal states that take any length of input and produce any length of the output. LNMNT LWT [26] Hash's sponge construction is divided into two phases: absorption and squeezing. The message is iteratively divided into blocks during the absorption phase.…”

Section: A Sponge Construction Of Lnmnt Lwt Hashmentioning

confidence: 99%

Security Analysis of LNMNT-LightWeight Crypto Hash Function for IoT

Nabeel

Habaebi²,

Islam

2021

IEEE Access

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Conventional cryptographic techniques are inappropriate for resource-constrained applications in the Internet of Things (IoT) domain because of their high resources requirement. This paper introduces a new Lightweight (LWT) hash function termed Lightweight New Mersenne Number Transform (LNMNT) Hash function, suitable for many IoT applications. The proposed LWT hash function is evaluated in terms of randomness, confusion, diffusion, distribution of hash function, and different attacks. The randomness analysis is performed using the NIST test suit. The LNMNT LWT hash function has been benchmarked against other LWT hash functions in terms of execution time, cycles per byte, memory usage, and consumed energy. The analysis showed that the LNMNT LWT hash function has excellent randomness behavior and is highly sensitive to the slight change in the input message too. Moreover, it provides low execution time, memory usage, and power consumption against the other LWT hash functions.

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“…Efficient hardware implementations [22] are important in lightweight cryptography. In recent years, number theoretic transform-based cryptographic systems have been proposed, especially for the IoT [23][24][25]. One of the advantages of number theoretic transforms such as ONMNT is the ability to use fast algorithms.…”

Section: Introductionmentioning

confidence: 99%

Radix-22 Algorithm for the Odd New Mersenne Number Transform (ONMNT)

Al-Aali,

Hamood,

Boussakta

2023

Signals

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This paper introduces a new derivation of the radix-22 fast algorithm for the forward odd new Mersenne number transform (ONMNT) and the inverse odd new Mersenne number transform (IONMNT). This involves introducing new equations and functions in finite fields, bringing particular challenges unlike those in other fields. The radix-22 algorithm combines the benefits of the reduced number of operations of the radix-4 algorithm and the simple butterfly structure of the radix-2 algorithm, making it suitable for various applications such as lightweight ciphers, authenticated encryption, hash functions, signal processing, and convolution calculations. The multidimensional linear index mapping technique is the conventional method used to derive the radix-22 algorithm. However, this method does not provide clear insights into the underlying structure and flexibility of the radix-22 approach. This paper addresses this limitation and proposes a derivation based on bit-unscrambling techniques, which reverse the ordering of the output sequence, resulting in efficient calculations with fewer operations. Butterfly and signal flow diagrams are also presented to illustrate the structure of the fast algorithm for both ONMNT and IONMNT. The proposed method should pave the way for efficient and flexible implementation of ONMNT and IONMNT in applications such as lightweight ciphers and signal processing. The algorithm has been implemented in C and is validated with an example.

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LNMNT-New Mersenne Number based Lightweight crypto Hash function for IoT

Cited by 5 publications

References 9 publications

Hybrid homomorphic‐asymmetric lightweight cryptosystem for securing smart devices: A review

Hybrid homomorphic‐asymmetric lightweight cryptosystem for securing smart devices: A review

Security Analysis of LNMNT-LightWeight Crypto Hash Function for IoT

Radix-22 Algorithm for the Odd New Mersenne Number Transform (ONMNT)

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