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Fully Interval Integer Transhipment Problem - A Solution Approach

机译:完全间隔整数转运问题 - 解决方案方法

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We present an improved interval Vogel's approximation algorithm for the initial feasible solution of a transhipment problem involving fully interval integer numbers in this paper. The interval variant of MODI algorithm is used to measure the optimality of the interval feasible solution. In a transportation problem, shipments are only permitted between source-sink pairs, while in a transhipment problem, shipments can be permitted both between sources and sinks. Furthermore, there may be points where units of a substance may be transferred from a source to a sink. To demonstrate the effectiveness of the proposed algorithm, a numerical example is given.
机译:我们提出了一种改进的间隔Vogel的近似算法,用于涉及本文完全间隔整数的转运问题的初始可行解决方法。 Modi算法的间隔变量用于测量间隔可行解决方案的最优性。 在运输问题中,仅在转运问题中允许在转运问题之间允许出货量,因此源和汇之间可以允许出货量。 此外,可以存在从源转移到水槽的物质的单元的点。 为了证明所提出的算法的有效性,给出了一个数值示例。

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