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Questions and Answers
Who developed the Hungarian method?
Who developed the Hungarian method?
- Dénes Kőnig
- James Munkres
- Jenő Egerváry
- Harold Kuhn (correct)
Which algorithm is also known as the Kuhn–Munkres algorithm?
Which algorithm is also known as the Kuhn–Munkres algorithm?
- Jonker–Volgenant algorithm
- Edmonds and Karp algorithm
- Hungarian method (correct)
- Tomizawa algorithm
What is the time complexity of the original Hungarian method algorithm?
What is the time complexity of the original Hungarian method algorithm?
- $O(2^n)$
- $O(n^{2})$
- $O(n^{4})$ (correct)
- $O(n^{3})$
Who observed that the Hungarian method algorithm is (strongly) polynomial?
Who observed that the Hungarian method algorithm is (strongly) polynomial?
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What problem did Ford and Fulkerson extend the method to?
What problem did Ford and Fulkerson extend the method to?
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Study Notes
Hungarian Method
- The Hungarian method was developed by Harold Kuhn in 1955.
- The algorithm is also known as the Kuhn–Munkres algorithm.
- The time complexity of the original Hungarian method algorithm is exponential.
- In 2002, it was observed by Andras Frank that the Hungarian method algorithm is (strongly) polynomial.
- Ford and Fulkerson extended the method to solve the maximum flow problem.
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