Title of article :
The Quartic Analog to the RSA Cryptosystem
Author/Authors :
Jin, Wong Tze Universiti Putra Malaysia - Institute for Mathematical Research, Malaysia , Md. Said, Mohamad Rushdan Universiti Putra Malaysia - Institute for Mathematical Research, Malaysia , Mohd. Atan, Kamel Ariffin Universiti Putra Malaysia - Institute for Mathematical Research, Malaysia , Ural, Bekbaev Universiti Putra Malaysia - Institute for Mathematical Research, Malaysia
Abstract :
This paper reports an investigation into a public key cryptosystem, which is derived from a fourth order linear recurrence relation and is based on the Lucas function. This cryptosystem is also analogous to the RSA, LUC and LUC3 cryptosystems. The explicit formulation involves a generalisation of the Euler Totient function, which underlie the algebra of the RSA cryptosystem
Keywords :
Quartic Polynomial , Resolvent Cubic Polynomial , Fourth Order Lucas Sequence , Sixth Order Lucas Sequence , Euler Totient Function , Quartic Cryptosystem
Journal title :
Malaysian Journal of Mathematical Sciences
Journal title :
Malaysian Journal of Mathematical Sciences
