Product of intuitionistic fuzzy graphs and degree

An intuitionistic fuzzy graph is an extended structure of a fuzzy graph that give more precision, flexibility and compatibility to a system when compared with the system that designed using fuzzy graphs. In this paper, we define two new operations on intuitionistic fuzzy graphs namely normal product and tensor product. Also, we calculated the degree of the intuitionistic fuzzy graphs obtained by the operations Cartesian product, tensor product, normal product and composition of intuitionistic fuzzy graphs. These operations are highly used in computer science, geometry, algebra, operations research, etc.