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What is the goal of the Hungarian Method?

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The goal of the Hungarian Method is to solve assignment problems by minimizing the total cost or maximizing the total profit. It is an algorithm used to find the optimal one-to-one assignment of tasks to agents, such that the overall cost is minimized (or profit maximized), typically represented in a cost matrix. Each row represents a task, and each column represents an agent, and the method ensures the best possible assignment based on the given matrix.




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The goal of the Hungarian Method is to find the optimal assignment of tasks to resources in such a way that the total cost is minimized (or total profit is maximized) in an assignment problem.

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