• 日期: 2026-01-03
  • 标签: 常规

The Hungarian Algorithm, developed by Kuhn, is a renowned method for solving the assignment problem. It draws upon a fundamental theorem by Hungarian mathematician Konig, which states that the number of independent zero elements within a matrix is equal to the minimum number of lines necessary to encompass all zero elements [23-24]. This elegant algorithm efficiently finds optimal solutions by strategically manipulating the matrix to reveal these independent zero elements.


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