Chipertext stream construction by using super total labeling $(a,d)-{P}_{2}\unicode{x22B3}H$ -antimagic of comb product graph
Rafiantika Megahnia Prihandini, Ika Hesti Agustin, Dafik Dafik · Journal of Physics Conference Series · 2019
Development of ciphertext can be developed through labeling concept. Graphical labeling is a mapping of the elements of the graph (vertex or edge) to a set of positive integers. Mapping is called a functional function if each element on the graph is numbered with different positive integers. The process in ciphertext development can be called a cryptosystem. Ciphertext aims to make the message delivered by the message sender unreadable by the person who was not intended as the recipient of the message. There are several ways to change the secret message, one of which is Cipher Block Chaining (CBC) method. In this system, plaintext or P is divided into blocks and sequential keys K . One of the science fields of discrete mathematics that can be applied to the development of ciphertext is graph theory, with the topic of labeling of the graph. In this article, we discussed about the development of ciphertext which is developed from the labeling of comb product graph, namely .