Add to ORKGAn elliptic curve random number generator (ECRNG) has been proposed in ANSI and NIST draft standards. This paper proves that, if three conjectures are true, then the ECRNG is secure. The three conjectures are hardness of the elliptic curve decisional Diffie-Hellman problem and the hardness of two newer problems, the x-logarithm problem and the truncated point problem
The discrete logarithm problem, and its adaptation to elliptic curves, called the elliptic curve dis...
Cryptography is a constantly evolving field – elliptic curve groups have been a major part of this f...
In the globalization era, cryptography becomes more popular and powerful; in fact it is very importa...
An elliptic curve random number generator (ECRNG) has been approved in a NIST standards and proposed...
Elliptic Curve Cryptography (ECC) is a relatively recent branch of cryptography which is based on th...
AbstractA random number generator based on the addition of points on an elliptic curve over finite f...
\u3cp\u3eSecure pseudo-random number generators (PRNGs) have a lot of important applications in cryp...
Randomization techniques play an important role in the protection of cryptosystems against implement...
Elliptic curves (EC) are widely studied due to their mathematical and cryptographic properties. Cryp...
Abstract. Randomization techniques play an important role in the pro-tection of cryptosystems agains...
Random numbers are useful in many applications such as Monte Carlo simulation, randomized algorithms...
Randomization techniques play an important role in the protection of cryptosystems against implement...
This paper examines the cryptographic security of fixed versus random elliptic curves over GF(p). It...
Abstract. This paper studies the task of two-sources randomness ex-tractors for elliptic curves dene...
Short Weierstrass's elliptic curves with underlying hard Elliptic Curve Discrete Logarithm Problems ...
The discrete logarithm problem, and its adaptation to elliptic curves, called the elliptic curve dis...
Cryptography is a constantly evolving field – elliptic curve groups have been a major part of this f...
In the globalization era, cryptography becomes more popular and powerful; in fact it is very importa...
An elliptic curve random number generator (ECRNG) has been approved in a NIST standards and proposed...
Elliptic Curve Cryptography (ECC) is a relatively recent branch of cryptography which is based on th...
AbstractA random number generator based on the addition of points on an elliptic curve over finite f...
\u3cp\u3eSecure pseudo-random number generators (PRNGs) have a lot of important applications in cryp...
Randomization techniques play an important role in the protection of cryptosystems against implement...
Elliptic curves (EC) are widely studied due to their mathematical and cryptographic properties. Cryp...
Abstract. Randomization techniques play an important role in the pro-tection of cryptosystems agains...
Random numbers are useful in many applications such as Monte Carlo simulation, randomized algorithms...
Randomization techniques play an important role in the protection of cryptosystems against implement...
This paper examines the cryptographic security of fixed versus random elliptic curves over GF(p). It...
Abstract. This paper studies the task of two-sources randomness ex-tractors for elliptic curves dene...
Short Weierstrass's elliptic curves with underlying hard Elliptic Curve Discrete Logarithm Problems ...
The discrete logarithm problem, and its adaptation to elliptic curves, called the elliptic curve dis...
Cryptography is a constantly evolving field – elliptic curve groups have been a major part of this f...
In the globalization era, cryptography becomes more popular and powerful; in fact it is very importa...