Blekherman: New page: Pairings on elliptic and hyperelliptic curves have many applications in cryptography, including identity based cryptography, cryptographic key agreement, digital signatures, and others. Wh...

2015-02-17T16:42:25Z

New page: Pairings on elliptic and hyperelliptic curves have many applications in cryptography, including identity based cryptography, cryptographic key agreement, digital signatures, and others. Wh...

New page

Pairings on elliptic and hyperelliptic curves have many applications in cryptography, including identity based cryptography, cryptographic key agreement, digital signatures, and others. While recent advances in discrete logarithm computations over fields of small characteristic have had a significant impact on this area, pairings over fields of large characteristic continue to be of widespread interest.

Speakers:

* Diego Aranha, University of Campinas (Sao Paolo, Brazil)
* Sorina Ionica, University of Bordeaux (France)
* Koray Karabina, Florida Atlantic University (USA)
* Eunjeong Lee, North Carolina State (USA)
* Patrick Longa, Microsoft Research (Redmond, USA)
* Michael Naehrig, Microsoft Research (Redmond, USA)
* Francisco Rodríguez-Henríquez, CINVESTAV-IPN (Mexico)
* Peter Schwabe, University of Eindhoven (The Netherlands)
* Mehdi Tibouchi, NTT Tokyo (Japan)

Pairings in Cryptography - Revision history

Blekherman: New page: Pairings on elliptic and hyperelliptic curves have many applications in cryptography, including identity based cryptography, cryptographic key agreement, digital signatures, and others. Wh...