On Theory: Why Graph Theory is Essential Knowledge for All Industries Today
Introduction
"Entities should not be multiplied without necessity" -- Ockham's Razor Principle
Graph Theory is a mathematical foundational theory that has been severely underestimated by the public. It doesn't study images, pictures, or charts, but rather an abstract and simple mathematical theory. The graph in graph theory is an abstract concept, very similar to a relationship network, with corresponding nodes (or vertices), and associative relationships or edges between nodes. Graph theory concepts are very simple: graphs, nodes, and edges. This article will briefly introduce basic concepts of graph theory and its applications in the real world. (Note! This is not a scientific paper, so there won't be boring mathematical formulas - please enjoy reading)

Graph Theory Overview
In graph theory, there are three important concepts:
- Node: Can be understood as an entity, such as Zhang San, Li Si, Wang Wu in a relationship network;
- Edge: Can be understood as relationships between entities, for example, Zhang San and Li Si are husband and wife, Wang Wu is their son;
- Graph: Can be understood as the collection of all nodes and edges, such as the happy family composed of Zhang San, Li Si, and Wang Wu.
From these three basic concepts, we can infer relationships between nodes. For example, Li Si's older brother Li Yi would be Wang Wu's uncle, and Wang Wu would be his nephew.



