A Length-Scalable Modular Multiplier Implemented with Multi-bit Scanning

Jin, Wen; Wu, Ning; Feng, Guorui; Zhao, Liangkai

doi:10.1109/icet51757.2021.9451138

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2022

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“…Wen et al [15] suggested a modular multiplier based on addition with multi-bit scanning. This multiplier allows a maximum length of 576 bits.…”

Section: Literature Reviewmentioning

confidence: 99%

High speed elliptic curve cryptography architecture for NIST recommended Galois field

2022

IJATEE

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Nowadays there is an intense increase in data communications over wireless and wired based networks. Everyday lakhs of transactions happen over the World Wide Web. These transactions have significant data that required confidentiality, validity, and authenticity in data transactions on the openended network [1]. Modern security requires the use of cryptographic algorithms because every transaction is associated with a cyberattack. To provide higher security, both asymmetric and symmetric cryptographic algorithms are operated in data transmission for information exchange [2]. Asymmetric algorithms are commonly employed in secure communication to exchange and manage keys, whereas symmetric cryptographic algorithms are utilised for high-throughput secure data exchange [3].

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“…Wen et al [15] suggested a modular multiplier based on addition with multi-bit scanning. This multiplier allows a maximum length of 576 bits.…”

Section: Literature Reviewmentioning

confidence: 99%

High speed elliptic curve cryptography architecture for NIST recommended Galois field

2022

IJATEE

View full text Add to dashboard Cite

show abstract

A Length-Scalable Modular Multiplier Implemented with Multi-bit Scanning

Cited by 1 publication

References 10 publications

High speed elliptic curve cryptography architecture for NIST recommended Galois field

High speed elliptic curve cryptography architecture for NIST recommended Galois field

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