The Performance Analysis of Daffier-Hellman Key Exchange Algorithm for Secure Transmission of Data in Cryptography Networks

This paper examines the overall performance of the Daffier-Hellman key trade algorithm for the relaxed transmission of data in cryptography networks. Two types of Daffier-Hellman key exchanges are considered: the traditional scheme without elliptic curves and the current model utilizing elliptic curves. The parameters and their respective performance of both schemes are compared. In addition, it is located that the elliptic curve-primarily based Daffier-Hellman set of rules offers better overall performance than the conventional one, with better security and a drastically shorter key-status quo time. An in-depth analysis of the velocity and protection of both algorithms is supplied. The consequences of the have look indicate that the elliptic curve model of DaffierHellman is the fine-acting set of rules for secure records switches in cryptography networks. Moreover, the paper additionally discusses the safety problems and challenges arising from implementing the Daffier-Hellman key trade algorithm and indicates some possible solutions. Ultimately, the paper also offers an end on the overall performance of DaffierHellman Key's alternate set of rules regarding pace, safety, and reliability.