Modified Hungarian Method for Solving Balanced Fuzzy Transportation Problems

Fried Markus Allung Blegur, Nugraha K. F. Dethan
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Abstract

This paper discusses how to solve balanced transportation problems, with transportation costs in the form of trapezoidal fuzzy numbers. Fuzzy costs are transformed into crisp costs using the Robust’s method as a ranking function. A new approach of modified Hungarian method has been applied to solve the problem of fuzzy transportation. This approach solves the fuzzy transportation problem in one stage of optimization and yields the same results as other methods that solve the problem in two stages.
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求解平衡模糊运输问题的改进匈牙利法
本文讨论了如何求解运输成本以梯形模糊数形式表示的平衡运输问题。采用鲁棒法作为排序函数,将模糊成本转化为清晰成本。提出了一种求解模糊运输问题的改进匈牙利法。该方法在一个优化阶段求解模糊运输问题,其结果与其他分两个优化阶段求解问题的方法相同。
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