Acrónimo de
“Elliptic Curve Cryptography” (criptografía de curva elíptica).
Método de
criptografía de clave pública basado en curvas elípticas sobre campos finitos.
Consulte Criptografía sólida.
http://es.pcisecuritystandards.org
Función
matemática que cuando se aplica sobre campos finitos proporciona un medio
adecuado sobre el que se pueden implementar algoritmos de cifra de clave
pública. [CESID:1997]
Acronym for “Elliptic Curve
Cryptography.” Approach to public-key cryptography based on elliptic curves
over finite fields. See Strong Cryptography.
https://www.pcisecuritystandards.org/security_standards/glossary.php
A method for creating public
key algorithms, which some experts claim provides the highest strength-per-bit
of any cryptosystem known today. Its algorithms accept an encryption key but
then add extra numbers representing the coordinates of points on an imaginary
wiggly curve as it crosses an imaginary line. Its complicated algebraic
approach allows shorter keys to produce security equivalent to longer keys in
other cryptosystems (such as RSA). Shorter keys mean the encryption and
decryption can be performed relatively quickly and with less computer hardware.
Numerous experts believe ECC will eventually enjoy widespread use.
http://www.watchguard.com/glossary/
Acronyme d’«Elliptic
Curve Cryptography», cryptographie sur les courbes elliptiques. Approche de la
cryptographie à clé publique basée sur des courbes elliptiques sur des champs
finis. Voir Cryptographie robuste.
http://fr.pcisecuritystandards.org/