Hiller's Law is a principle in the field of mathematics and computer science that describes the relationship between the number of elements in a set and the number of possible combinations that can be formed from those elements. Specifically, it states that as the number of elements increases, the number of combinations grows exponentially. This concept is crucial for understanding combinatorial problems and algorithms. The law is often applied in various areas, including statistics, data analysis, and algorithm design. By recognizing the exponential growth of combinations, researchers and practitioners can better manage complexity and optimize solutions in their respective fields.