Public Key Cryptosystems Constructed Based on Random Pseudo Cyclic Codes, K(IX)SE(1)PKC, Realizing Coding Rate of Exactly 1.0
نویسنده
چکیده
In this paper, we present a new class of public-key cryptosystems, K(IX)SE(1)PKC realizing the coding rate of exactly 1.0, based on random pseudo cyclic codes. We show that K(IX)SE(1)PKC is secure against the various attacks including the attack based on the Gröbner bases calculaion (GB attack).
منابع مشابه
A New Class of Multivariate Public Key Cryptosystems Constructed Based on Random Pseudo Cyclic Codes, K(XIII)SE(2)PKC, Realizing Coding Rate of Exactly 1.0
In this paper, we present a new class of multivariate public-key cryptosystems, K(XIII)SE(2)PKC realizing the coding rate of exactly 1.0, based on random pseudo cyclic codes. The K(XIII)SE(2)PKC is constructed on the basis of K(IX)SE(1)PKC, formerly presented by the author. We show that K(XIII)SE(2)PKC is secure against the various attacks including the attack based on the Gröbner bases calcula...
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Abstract In this paper, we propose a new method for constructing the public-key cryptosystems based on a class of perfect error-correcting codes. The constructed PKC is referred to as K(IV)SE(1)PKC. In K(IV)SE(1)PKC, members of the class of perfect error correcting codes such as (7,4,3) cyclic Hamming code and (3,1,3) code {(000), (111)} is used, yielding a simple process of encryption and decr...
متن کاملPresentation of a new class of public key cryptosystems K(XIII)SE(1)PKC along with Kp(XIII)SE(1)PKC that realizes the coding rate of exactly 1.0, constructed by modifying K(XII)SE(1)PKC
In this paper, we present a new class of public key cryptosystems by modifying K(XII)SE(1)PKC [1], referred to as K(XIII)SE(1)PKC, and a particular class of K(XIII)SE(1)PKC, Kp(XIII)SE(1)PKC. We show that K(XIII)SE(1)PKC would improve both the coding rate and the security, compared with K(XII)SE(1)PKC. We also show that Kp(XIII)SE(1)PKC realizes the coding rate of exactly 1.0. In a sharp contra...
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In this paper, we present a new scheme referred to as K(III) scheme which would be effective for improving a certain class of PKC's. Using K(III) scheme, we propose a new method for constructing the public-key cryptosystems based on error-correcting codes. The constructed PKC is referred to as K(V)SE(1)PKC. We also present more secure version of K(V)SE(1)PKC, referred to as K * (V)SE(1)PKC, usi...
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ورودعنوان ژورنال:
- IACR Cryptology ePrint Archive
دوره 2011 شماره
صفحات -
تاریخ انتشار 2011