Theorem in discrete mathematics

A theorem in discrete mathematics is a proven statement that reveals a fundamental truth about mathematical structures like graphs, sets, or logic. It is derived through logical reasoning and rigorous proof, ensuring its correctness. Theorems help us understand complex relationships and properties within discrete systems, facilitating problem-solving and advancing the field. Think of a theorem as a reliable fact that is backed by evidence, much like a proven scientific discovery, which serves as a foundation for further exploration and application in computer science, combinatorics, and related areas.