Construction of a Matrix by an Elliptic Curve for Image Encryption | Zendy

Abdelhakim Chillali | Zendy; Lahcen Oughdir | Zendy

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Construction of a Matrix by an Elliptic Curve for Image Encryption

Author(s) -

Abdelhakim Chillali,

Lahcen Oughdir

Publication year - 2022

Publication title -

international journal of emerging technology and advanced engineering

Language(s) - English

Resource type - Journals

ISSN - 2250-2459

DOI - 10.46338/ijetae0922_13

Subject(s) - discrete logarithm , elliptic curve cryptography , post quantum cryptography , counting points on elliptic curves , elliptic curve , schoof's algorithm , hessian form of an elliptic curve , encryption , key size , hyperelliptic curve cryptography , mathematics , cryptography , elliptic curve point multiplication , logarithm , finite field , integer (computer science) , supersingular elliptic curve , key (lock) , key exchange , tripling oriented doche–icart–kohel curve , discrete mathematics , public key cryptography , algorithm , computer science , pure mathematics , mathematical analysis , quarter period , programming language , operating system , computer security

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