Multisignature scheme based on the generalized conic curve

Song Lin; Biao Wang; Zhoujun Li

Multisignature scheme based on the generalized conic curve

Song Lin
, Biao Wang
, Zhoujun Li

School of Computer Science and Engineering

Beihang University
University of International Relations

Research output: Contribution to conference › Paper › peer-review

Abstract

We propose a multisignature scheme based on the generalized conic curve over Z_n. The generalized conic Curve Rn(a,b,c) over residue class ring Zn and its group structure are presented. This paper finds out the representation of the order and base point on R_n(a,b,c), and introduces the representation of operation by parameters to simplify calculation. The scheme security is based on the difficulties in factorizing large integer and computing discrete logarithm on Abel group. Furthermore, this scheme is convenient to accomplish for embedding plaintext, accelerating operation, resisting Pohlig-Hellman's attack and Wiener's attack.

Original language	English
State	Published - 2008
Event	International Symposium on Advances in Computer and Sensor Networks and Systems, 2008 - Zhengzhou, China Duration: 7 Apr 2008 → 11 Apr 2008

Conference

Conference	International Symposium on Advances in Computer and Sensor Networks and Systems, 2008
Country/Territory	China
City	Zhengzhou
Period	7/04/08 → 11/04/08

Cite this

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title = "Multisignature scheme based on the generalized conic curve",

abstract = "We propose a multisignature scheme based on the generalized conic curve over Zn. The generalized conic Curve Rn(a,b,c) over residue class ring Zn and its group structure are presented. This paper finds out the representation of the order and base point on Rn(a,b,c), and introduces the representation of operation by parameters to simplify calculation. The scheme security is based on the difficulties in factorizing large integer and computing discrete logarithm on Abel group. Furthermore, this scheme is convenient to accomplish for embedding plaintext, accelerating operation, resisting Pohlig-Hellman's attack and Wiener's attack.",

author = "Song Lin and Biao Wang and Zhoujun Li",

year = "2008",

language = "英语",

note = "International Symposium on Advances in Computer and Sensor Networks and Systems, 2008 ; Conference date: 07-04-2008 Through 11-04-2008",

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TY - CONF

T1 - Multisignature scheme based on the generalized conic curve

AU - Lin, Song

AU - Wang, Biao

AU - Li, Zhoujun

PY - 2008

Y1 - 2008

N2 - We propose a multisignature scheme based on the generalized conic curve over Zn. The generalized conic Curve Rn(a,b,c) over residue class ring Zn and its group structure are presented. This paper finds out the representation of the order and base point on Rn(a,b,c), and introduces the representation of operation by parameters to simplify calculation. The scheme security is based on the difficulties in factorizing large integer and computing discrete logarithm on Abel group. Furthermore, this scheme is convenient to accomplish for embedding plaintext, accelerating operation, resisting Pohlig-Hellman's attack and Wiener's attack.

AB - We propose a multisignature scheme based on the generalized conic curve over Zn. The generalized conic Curve Rn(a,b,c) over residue class ring Zn and its group structure are presented. This paper finds out the representation of the order and base point on Rn(a,b,c), and introduces the representation of operation by parameters to simplify calculation. The scheme security is based on the difficulties in factorizing large integer and computing discrete logarithm on Abel group. Furthermore, this scheme is convenient to accomplish for embedding plaintext, accelerating operation, resisting Pohlig-Hellman's attack and Wiener's attack.

UR - https://www.scopus.com/pages/publications/84899145127

M3 - 论文

AN - SCOPUS:84899145127

T2 - International Symposium on Advances in Computer and Sensor Networks and Systems, 2008

Y2 - 7 April 2008 through 11 April 2008

ER -

Multisignature scheme based on the generalized conic curve

Abstract

Conference

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