Implementation of Elliptic curve cryptosystem

Zusatztext

Cryptographic systems are divided into two kinds. One is symmetric and other is asymmetric. In symmetric we require only a single key to encrypt and decrypt the data while asymmetric or public key cryptography requires two separate keys-one to lock and other one to unlock the text. In this project a public key crypto-scheme has been studied and implemented. The project is aimed to implement the methods for solving Elliptic curve Discrete Logarithm Problem (ECDLP) on which the elliptic curve schemes are based. For this, Pollard's Rho method has been chosen for implemen- tation. This way, cryptanalysis of a public key elliptic curve algorithm can be performed. The project also explains what Elliptic Curve Discrete Log- arithm Problem is and implements the Diffie Hellman algorithm based on ECDLP. Thus, this project implements cryptographic algorithm as well as cryptanalytic method.

Autorenportrait

Smita Jhajharia is doing her PhD from Banasthali University, Rajasthan, India in the Department of computer science engineering and working in SAG Lab, DRDO, Delhi. She did B.E. in 2009 and M.Tech. in 2012 in CSE. She have 9 publication in IEEE, conference proceedings, International journals. Her inspiration is her father Dr.V.S.Jhajharia.

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