A Unified Approach for Extremal General Exponential Multiplicative Zagreb Indices

The study of the maximum and minimal characteristics graphs is focus significant field mathematics known as extreme graph theory. Finding biggest or smallest that meet specified criteria main goal this discipline. There are several applications extremal theory in various fields, including computer science, physics, chemistry. Some important include: Computer networking, social chemistry physics well. Recently, 2021 exponential multiplicative Zagreb indices were introduced. In generalization, we introduce generalized form for α∈R+\{1}. Furthermore, to see behaviour first second α∈R+\{1}, used a transformation method. term two newly developed indices, will investigate bicyclic, uni-cyclic trees graphs. Four transformations some bounds presented terms indices.