👉 Queen's Math, also known as Queen's Algorithm or the Queen's Linear Programming Method, is a powerful optimization technique used to solve linear programming problems efficiently. Developed by mathematician Margaret "Queen" Anne Robinson, this method transforms a large linear programming problem into a series of smaller, more manageable subproblems using a clever transformation called the "Dantzig-Harris-Powell (DHP) rounding" step. This transformation ensures that the rounded solutions to these subproblems can be combined to form an optimal solution for the original problem. By iteratively solving these subproblems and adjusting the rounded solutions, Queen's Math efficiently finds the optimal solution to complex linear programming problems, making it particularly useful in fields like economics, operations research, and logistics.
