One interesting branch of Mathematics, exclusively developed for the purpose of applications to other fields is Graph theory. Graph colouring is important tool to design models for practical applications. A new approach of block colouring has been introduced by authors with larger scope for applications to IoT, data analytics, communication network etc. The advent of digitization has led to sweeping transformation in all fronts of society with the perception of education, economy, life style, professionalism assuming new dimensions within a short span at a swift pace. Researchers have dwelled...

In the design of graph theoretical models, the quantifiable parameters encountered in the process will be represented through qualitative characterization of mathematical, in particular, graph theoretical tools. Coloring and labeling techniques come in handy, in such representations of social, biological and physical data systems.In the proposed series of publication of AUM Block coloring, in volume 1, "New AUM Block Coloring technique for Corona Product of Graphs", the concept AUM Block coloring is introduced for corona product of path, Cycle, Complete graph, and Wheel graphs. This volume 2,...

One interesting branch of Mathematics that was exclusively developed for the purpose of applications to other field is Graph theory. More specifically, graph colouring is an important tool in designing models for practical applications. The main focus of this Volume 3 is on Snake graph families. The AUM Block coloring and Power dominator coloring of Quadrilateral Snake graphs, Alternate Quadrilateral Snake graphs, Double Quadrilateral Snake graph, Alternate Double Quadrilateral Snake graphs and also Cyclic Snake related graphs such as Cyclic Snake graphs, Alternate Cyclic Snake graphs are...