👉 In mathematics, "superadjacently" is defined as a property or relationship where two elements are connected by an edge of a graph. This concept arises from the idea that the adjacency between vertices in a graph can be understood as a way to represent the connectivity between them. In other words, if two vertices have an edge connecting them, then they are considered to be superadjacent. For example, consider the following graph: ``` A / \ B C
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What is the definition of Superadjacent? 🙋
👉 The term "superadjacent" refers to a set of elements that are adjacent in some way, but not necessarily identical or equal. In mathematical terms, it means that two sets have no common elements and there exists at least one element which is different from both of them. For example, consider the following sets: 1. A = {x | x is an even number} 2. B = {y | y is a prime number} In this case, set A is superadjacent
