搜索结果: 1-7 共查到“军队指挥学 extension field”相关记录7条 . 查询时间(0.062 秒)
Point compression for the trace zero subgroup over a small degree extension field
trace zero variety efficient representation point compression
2016/1/25
Using Semaev’s summation polynomials, we derive a new equation for the Fqrational
points of the trace zero variety of an elliptic curve defined over Fq. Using this
equation, we produce an optimal-si...
New classes of public key cryptosystem K(XVI)SE(1)PKC constructed based on Reed-Solomon code over extension field of m=8 and K(XVI)SE(2)PKC, based on binary cyclic code.
Public key cryptosystem Reed-Solomon code Cyclic code
2015/12/24
In this paper, we first present a new class of code based public key cryptosystem(PKC) based on ReedSolomon
code over extension field of less than m=9, referred to as K(XVI)SE(1)PKC. We then present ...
Extension Field Cancellation: a New Central Trapdoor for Multivariate Quadratic Systems
MQ multivariate quadratic public-key
2015/12/18
This paper introduces a new central trapdoor for multivariate quadratic (MQ)
public-key cryptosystems that allows for encryption, in contrast to time-tested MQ primitives
such as Unbalanced Oil and ...
A New Class of Public Key Cryptosystems Constructed Based on Reed-Solomon Codes, K(XII)SE(1)PKC.-- Along with a presentation of K(XII)SE(1)PKC over the extension field extensively used for present day various storage and transmission systems --
Public Key Cryptosystem Error-Correcting Code
2014/3/12
In this paper, we present a new class of public key cryptosystem based on Reed-Solomon codes, a member of the code based PKC(CBPKC), referred to as K(XII)SE(1)PKC. We show that K(XII)SE(1)PKC can be s...
Avoiding Full Extension Field Arithmetic in Pairing Computations
Pairings Miller's algorithm Tate pairing ate pairing
2010/3/16
The most costly operations encountered in pairing computations are those that take
place in the full extension field Fpk . At high levels of security, the complexity of operations in Fpk dominates th...
Universally Constructing 12-th Degree Extension Field for Ate Pairing
pairing Barreto-Naehrig curve extension field
2009/12/29
We need to perform arithmetic in Fp(z)12 to use Ate pairing
on a Barreto-Naehrig (BN) curve, where p(z) is a prime given by p(z) =
36z4 +36z3 +24z2 +6z +1 with an integer z. In many implementations
...
Decomposed Attack for the Jacobian of a Hyperelliptic Curve over an Extension Field
Decomposed Attack Hyperelliptic curve Discrete logarithm problem
2008/9/8
We study the solution of the discrete logarithm problem for
the Jacobian of a curve of genus g defined over an extension field Fqn, by
decomposed attack, considering a external elements B0 given by ...