Abstract
Recently, Yadaiah and Haragopal published in the American Journal of Operations Research a new approach to solving the unbalanced assignment problem. They also provide a numerical example which they solve with their approach and get a cost of 1550 which they claim is optimum. This approach might be of interest; however, their approach does not guarantee the optimal solution. In this short paper, we will show that solving this same example from the Yadaiah and Haragopal paper by using a simple textbook formulation to balance the problem and then solve it with the classic Hungarian method of Kuhn yields the true optimal solution with a cost of 1520.
Cite
CITATION STYLE
Betts, N., & Vasko, F. J. (2016). Solving the Unbalanced Assignment Problem: Simpler Is Better. American Journal of Operations Research, 06(04), 296–299. https://doi.org/10.4236/ajor.2016.64028
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