Discrete Bacterial Memetic Evolutionary Algorithms for Solving High Complexity Problems: PLENARY TALK

L. Kóczy
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Abstract

In the talk, several examples will be presented with standard benchmarks going up to large numbers of graph nodes, and the DBMEA results will be compared with the best practices from the literature. The predictability feature will also be illustrated by size-running time graphs. Reference will be made to the importance of determining the initial population in achieving fast and accurate results. A new approach, the Bounded Radius Heuristics will be presented. In the last part of the talk, a series of fuzzy extensions of the Time Dependent TSP (TD TSP) will be introduced, an extension of the TSP with real life aspects where the natural fluctuation of the traffic in certain areas causes non-deterministic features causing additional difficulties in the quasi-optimization. The novel extensions will be also tackled with the DBMEA approach successfully. As a conclusion, one more example will be mentioned where the discrete NP-hard problem is of a rther different nature, and it will be shown that by changing the local search technique appropriately, DBMEA can still deliver superior results.
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解决高复杂性问题的离散细菌模因进化算法:全体会议
在这次演讲中,我们将介绍几个使用标准基准测试的例子,这些基准测试将涉及大量的图节点,DBMEA结果将与文献中的最佳实践进行比较。可预测性特性还将通过大小运行时间图来说明。将提到确定初始人口对于获得快速和准确的结果的重要性。本文将提出一种新的方法——有界半径启发式。在讲座的最后一部分,将介绍时间相关TSP (TD TSP)的一系列模糊扩展,这是TSP在现实生活方面的扩展,其中某些区域的交通自然波动导致不确定性特征,从而导致准优化中的额外困难。新的扩展也将用DBMEA方法成功地处理。作为结论,将再举一个例子,其中离散np困难问题具有完全不同的性质,并且将表明,通过适当地更改局部搜索技术,DBMEA仍然可以提供更好的结果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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