解决交通问题的建议方法

Firas Hamid Thanoon
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引用次数: 0

摘要

运输问题(TP)是运筹学中经常使用的一种优化技术,用于研究涉及商品从生产地点运输到零售网点的困难。降低运输成本是TP的一个可能的目的,减少在时间上行驶的距离,等等。解决这些问题可以系统地完成。我们通过确定问题的初始基本可行解决方案(IBFS)来做到这一点。确定IBFS的常用方法有Vogel近似法、最小成本法和西北角法。近年来,又提出了几种处理此类困难的技术。在本文中,我们提出了一种解决交通问题的新技术,并将其有效性与现有解决方案进行了比较。计算结果表明,该方法较为直观,接近该问题的理想解。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Proposed Method for Solving Transportation Problems
The transportation problem (TP) is a frequently used optimization technique in operations research for studying difficulties involving the transportation of commodities from manufacturing locations to retail outlets. Lowering transportation costs is one possible purpose of the TP, reducing the distance travelled in terms of time, and so on. Solving such issues can be done systematically. We do this by determining the problem's Initial Basic Feasible Solution (IBFS). The usual methods for determining the IBFS are Vogel's Approximation technique, Least Cost technique, and the North-West Corner technique. Several more techniques to handle such difficulties have been proposed in recent years. In this article, we offer a new technique for solving the transportation problem, and its efficacy is compared to that of existing solutions. Calculation of the result shows that it is straightforward and close to the ideal solution to the issue.
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