Presentation	2014-07-18 A New Class of Public Key Cryptosystems over F_2^8 Constructed Based on Reed-Solomon Codes K(XVI)SE(1)PKC, K(XVII)SE(1)PKC and K(XVII)ΣIIPKC Masao KASAHARA,
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Abstract(in English)	In this paper, we present new classes of public key cryptosystem over F_2^8 based on Reed-Solomon codes, referred to as K(XVI)SE(1)PKC and K(XVII)SE(1)PKC. We show that K(XVI)SE(1)PKC and K(XVII)SE(1)PKC over F_2^8 can be secure against the various attacks. We also present K(XII)ΣIIPKC over F_2^8, a subclass of K(XVII)SE(1)PKC. We show that K(XVII)ΣIIPKC can be secure against the various attacks including LLL attack. The schemes presented in this paper would yield brand-new techniques in the field of code-based PKC.
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Keyword(in English)	Public Key Cryptosystem / Error-Correcting Code / Reed-Solomon code / Code based PKC / McEliece PKC
Paper #	IT2014-35
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Committee	IT
Conference Date	2014/7/10(1days)
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Paper Information
Registration To	Information Theory (IT)
Language	ENG
Title (in Japanese)	(See Japanese page)
Sub Title (in Japanese)	(See Japanese page)
Title (in English)	A New Class of Public Key Cryptosystems over F_2^8 Constructed Based on Reed-Solomon Codes K(XVI)SE(1)PKC, K(XVII)SE(1)PKC and K(XVII)ΣIIPKC
Sub Title (in English)
Keyword(1)	Public Key Cryptosystem
Keyword(2)	Error-Correcting Code
Keyword(3)	Reed-Solomon code
Keyword(4)	Code based PKC
Keyword(5)	McEliece PKC
1st Author's Name	Masao KASAHARA
1st Author's Affiliation	Research Institute for Science and Engineerging, Waseda University:Research and Development Initiative, Chuo University()
Date	2014-07-18
Paper #	IT2014-35
Volume (vol)	vol.114
Number (no)	138
Page	pp.pp.-
#Pages	6
Date of Issue