👉 In mathematics, "come math" refers to the process of extending or generalizing a mathematical concept, theorem, or technique from a specific case or domain to a broader context. This often involves identifying common structures, patterns, or principles that link different areas of mathematics, allowing insights and results from one field to inform or enhance understanding in another. For example, the concept of limits, initially developed in calculus, has come math in topology, where it is used to define continuity and compactness. Similarly, algebraic structures like groups and rings, initially studied in abstract algebra, have found applications in number theory, geometry, and even computer science. This interplay enriches mathematical knowledge by fostering connections and providing new perspectives on familiar ideas.
