Cryptography, Finite Fields, and AltiVec
發表於 : 11/24/2002 2:20 pm
by Bradley J. Lucier
Abstract.
The Tame Transformation Method (TTM) (http://www.usdsi.com) is a
public-key cryptosystem based on quadratic forms in finite fields.
The AltiVec instruction set in a PowerPC MPC7400 (G4) at 400 MHz
allows encryption with knowledge only of the public key at a rate
of over 18 million bits/second, and decoding, with knowledge of
the private key, at over 50 million bits/second. In this report
we explain how to exploit the AltiVec instruction set to speed
the basic operations in vector spaces over a finite field, where
the major computational resources of the TTM algorithm are needed.
http://www.simdtech.org/apps/group_public/download.php/22/Cryptography.pdf
--
http://www.simdtech.org/apps/group_public/documents.php
這還有更多有趣的文章，不看你會後悔 [img]images/smiles/icon_cool.gif[/img]
[ 11-24-2002: 留言編輯者: digdog ]
Abstract.
The Tame Transformation Method (TTM) (http://www.usdsi.com) is a
public-key cryptosystem based on quadratic forms in finite fields.
The AltiVec instruction set in a PowerPC MPC7400 (G4) at 400 MHz
allows encryption with knowledge only of the public key at a rate
of over 18 million bits/second, and decoding, with knowledge of
the private key, at over 50 million bits/second. In this report
we explain how to exploit the AltiVec instruction set to speed
the basic operations in vector spaces over a finite field, where
the major computational resources of the TTM algorithm are needed.
http://www.simdtech.org/apps/group_public/download.php/22/Cryptography.pdf
--
http://www.simdtech.org/apps/group_public/documents.php
這還有更多有趣的文章，不看你會後悔 [img]images/smiles/icon_cool.gif[/img]
[ 11-24-2002: 留言編輯者: digdog ]