Outrageously Funny Word Dictionary :: Substructure

👉 In mathematics, a substructure of a structure (also known as an element or node) is another structure that contains exactly one more element than the original structure. In other words, it is defined by specifying which elements are contained within its closure. For example, in a graph, a subgraph of a given graph is any subset that does not contain self-loops and has fewer edges than the original graph. Substructures are fundamental in the study of graph theory and have applications in various fields such

substructures

👉 In mathematics, a substructured set is a collection of sets that are themselves subsets of another set. This concept was introduced by mathematician and computer scientist Richard Kirmayer in 1983 to describe the structure of certain classes of functions. A substructured set can be defined as follows: - A set A is substructured if it is itself a subset of some other set B. - If A is substructured, then for every element x in A, there exists at least one

substructured

👉 In logic and computer science, a substructure is a property of a structure that allows it to be partitioned into smaller parts. These smaller parts are typically considered as "substructures" or "components". For example, in a graph, a subgraph can be defined as the subset of nodes that form a path between two given vertices. In computer science, a substructure is often used to describe a data structure that has certain properties that make it better than other data structures. Substructures are

substructure