Nowadays, the term ‘knowledge graph’ is used by many in many different ways. To make things worse, there are all sorts of associated terms to describe the concept, like ontology, property graph, and semantic networks or nets. A commonality is that knowledge graphs have to do with structured data and the specific structure of graphs. At our company, we define a knowledge graph as information representing something conceptual, expressed in two or more objects and their relationships, defining their context. For example, ‘a bicycle’ has as part ‘a frame’ is a singular knowledge graph of two objects, ‘a bicycle’ and ‘a frame’ and their contextual association, ‘has as part’. This basic structure to express information is also called a ‘triple’, and objects and relations are sometimes referred to as ‘nodes’ and ‘edges’. The length of a graph is unbound. In other words, there can be entire networks of interrelated graphs.