Abstract. We describe fast new algorithms to implement recent cryptosystems based on the Tate pairing. In particular, our techniques improve pairing evaluation speed by a factor of about 55 compared to previously known methods in characteristic 3, and attain performance comparable to that of RSA in larger characteristics. We also propose faster algorithms for scalar multiplication in characteristic 3 and square root extraction over Fpm, the latter technique being also useful in contexts other than that of pairing-based cryptography.
Abstract. In this paper we describe an efficient implementation of the Tate and Ate pairings using B...
Recently Tate pairing and its variations are attracted in cryptography. Their operations consist of ...
Pairings have found a range of applications in many areas of cryptography. As such, to utilize the ...
We describe fast new algorithms to implement recent cryptosystems based on the Tate pairing. In part...
We describe fast new algorithms to implement recent cryptosystems based on the Tate pairing. In part...
The Weil and Tate pairings have found several new applications in cryptography. To efficiently imple...
The most powerful known primitive in public-key cryptography is undoubtedly elliptic curve pairings....
The security and performance of pairing based cryptography has provoked a large volume of research, ...
Abstract. The security and performance of pairing based cryptography has provoked a large volume of ...
Although identity-based cryptography offers a number of functional advantages over conventional publ...
Abstract. The computation speed of pairing based cryptosystems is slow compared with the other publi...
Although identity-based cryptography offers a number of functional advantages over conventional publ...
pairing implementation, high-security pairings, hyperelliptic curves, group law, Jacobian arithmetic...
Since the introduction of bilinear pairing to public key cryptography in 2001, pairing has been cons...
The Tate pairing has plenty of attractive applications, e.g., ID-based cryptosystems, short signatur...
Abstract. In this paper we describe an efficient implementation of the Tate and Ate pairings using B...
Recently Tate pairing and its variations are attracted in cryptography. Their operations consist of ...
Pairings have found a range of applications in many areas of cryptography. As such, to utilize the ...
We describe fast new algorithms to implement recent cryptosystems based on the Tate pairing. In part...
We describe fast new algorithms to implement recent cryptosystems based on the Tate pairing. In part...
The Weil and Tate pairings have found several new applications in cryptography. To efficiently imple...
The most powerful known primitive in public-key cryptography is undoubtedly elliptic curve pairings....
The security and performance of pairing based cryptography has provoked a large volume of research, ...
Abstract. The security and performance of pairing based cryptography has provoked a large volume of ...
Although identity-based cryptography offers a number of functional advantages over conventional publ...
Abstract. The computation speed of pairing based cryptosystems is slow compared with the other publi...
Although identity-based cryptography offers a number of functional advantages over conventional publ...
pairing implementation, high-security pairings, hyperelliptic curves, group law, Jacobian arithmetic...
Since the introduction of bilinear pairing to public key cryptography in 2001, pairing has been cons...
The Tate pairing has plenty of attractive applications, e.g., ID-based cryptosystems, short signatur...
Abstract. In this paper we describe an efficient implementation of the Tate and Ate pairings using B...
Recently Tate pairing and its variations are attracted in cryptography. Their operations consist of ...
Pairings have found a range of applications in many areas of cryptography. As such, to utilize the ...