The Quine-McCluskey Algorithm is a method used in digital logic design for minimizing boolean functions. It systematically reduces complex boolean expressions into simpler forms, making it easier to implement in digital circuits. The algorithm works by identifying and combining terms that differ by only one variable, ultimately leading to a minimal set of product terms. This algorithm is particularly useful for functions with many variables, where traditional methods like Karnaugh maps become cumbersome. It provides a clear, step-by-step approach to simplification, ensuring that the resulting expression is both efficient and easy to understand for engineers and designers.