A fast finite field multiplier architecture for high-security elliptic curve cryptosystems

Sangook Moon; Yong Joo Lee; Jae Min Park; Byung In Moon; Yong Surk Lee

A fast finite field multiplier architecture for high-security elliptic curve cryptosystems

Sangook Moon, Yong Joo Lee, Jae Min Park, Byung In Moon, Yong Surk Lee

School of Electronics Engineering

Yonsei University

Research output: Contribution to journal › Letter › peer-review

Abstract

A new approach on designing a finite field multiplier architecture is proposed. The proposed architecture trades reduction in the number of clock cycles with resources. This architecture features high performance, simple structure, scalability and independence on the choice of the finite field, and can be used in high security cryptographic applications such as elliptic curve crypto-systems in large prime Galois Fields (GF(2^m)).

Original language	English
Pages (from-to)	418-420
Number of pages	3
Journal	IEICE Transactions on Information and Systems
Volume	E85-D
Issue number	2
State	Published - Feb 2002

Keywords

Elliptic curve cryptography
Finite field multiplier
Security
VLSI

Cite this

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title = "A fast finite field multiplier architecture for high-security elliptic curve cryptosystems",

abstract = "A new approach on designing a finite field multiplier architecture is proposed. The proposed architecture trades reduction in the number of clock cycles with resources. This architecture features high performance, simple structure, scalability and independence on the choice of the finite field, and can be used in high security cryptographic applications such as elliptic curve crypto-systems in large prime Galois Fields (GF(2m)).",

keywords = "Elliptic curve cryptography, Finite field multiplier, Security, VLSI",

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AU - Park, Jae Min

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AU - Lee, Yong Surk

PY - 2002/2

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N2 - A new approach on designing a finite field multiplier architecture is proposed. The proposed architecture trades reduction in the number of clock cycles with resources. This architecture features high performance, simple structure, scalability and independence on the choice of the finite field, and can be used in high security cryptographic applications such as elliptic curve crypto-systems in large prime Galois Fields (GF(2m)).

AB - A new approach on designing a finite field multiplier architecture is proposed. The proposed architecture trades reduction in the number of clock cycles with resources. This architecture features high performance, simple structure, scalability and independence on the choice of the finite field, and can be used in high security cryptographic applications such as elliptic curve crypto-systems in large prime Galois Fields (GF(2m)).

KW - Elliptic curve cryptography

KW - Finite field multiplier

KW - Security

KW - VLSI

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JF - IEICE Transactions on Information and Systems

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A fast finite field multiplier architecture for high-security elliptic curve cryptosystems

Abstract

Keywords

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