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Application of Improved Parallel Ant Colony Algorithm in Railway Empty Cars Adjustment Problem

机译:改进的并行蚁群算法在铁路空车调整问题中的应用

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Railway empty cars distribution problem is a complex multivariate constrained nonlinear integer optimization problems.In order to overcome the problems such as long computing time and easy to fall into local optimal solution for ant colony algorithm,a new parallel ant colony algorithm is proposed to solve railway empty cars distribution problem.In this paper,the mathematic mode which minimizes total distance of empty cars is established and the solution algorithm is developed.Numerical simulation results of railway empty cars distribution problem demonstrate that the optimum result and searching performance of improved parallel ant colony algorithm with particle swarm features are better than that of ACO and parallel ant colony algorithm.
机译:铁路空车分配问题是一个复杂的多元约束非线性整数优化问题。为解决蚁群算法计算时间长,不易陷入局部最优解等问题,提出了一种新的并行蚁群算法来求解铁路问题。本文建立了使空车总距离最小化的数学模型,并提出了求解算法。铁路空车分布问题的数值模拟结果表明,改进的并行蚁群算法的最优结果和搜索性能。具有粒子群特征的算法优于ACO和并行蚁群算法。

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