采用两种交叉模型的基因算法优化大学空间

I. Supriana, M. A. Raharja, I. M. S. Bimantara, Devan Bramantya
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引用次数: 1

摘要

讲座映射过程经常受到房间数量和容量的阻碍,这种情况经常发生,因为必须克服许多障碍。例如,一个学期开设的课程不能在空间和时间上分时段,讲师可以同时教授不同的课程。乌达亚那大学数学与自然科学学院的信息工程研究项目就经历过这种情况,该项目每学期提供相当大的课程,导致课堂空间的优化经常遇到问题。遗传算法(GA)是一种基于自然选择机制的课堂空间优化模型;编码问题,生成初始种群,计算适应度值,选择,交叉,突变和最优种群。在本研究中,优化过程实现了遗传算法中的两种交叉模型,即n点交叉和循环交叉。基于已有的研究,两种交叉模型提供了最优的空间使用映射。经过测试,n点交叉模型系统在361代中产生最佳适应度1,计算时间为11.08,而循环交叉模型在361代中产生最佳适应度1,计算时间为15.08。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
IMPLEMENTASI DUA MODEL CROSSOVER PADA ALGORITMA GENETIKA UNTUK OPTIMASI PENGGUNAAN RUANG PERKULIAHAN
The lecture mapping process is often hampered by the number and capacity of rooms, this condition often occurs because of the many obstacles that must be fulfilled. For example, there are courses offered in one semester that cannot be slots in space and time and the lecturer can teach at the same time for different courses. This is experienced by the Informatics Engineering Study Program of the Faculty of Mathematics and Natural Sciences, Udayana University, which offers a fairly large subject in each semester, causing optimization of the lecture space to often experience problems. The Genetic Algorithm (GA) is a model in the optimization of lecture space based on the natural selection mechanism through; coding problem, generate initial population, calculate fitness value, selection, crossover, mutation and optimal population. In this research, the optimization process implements two crossover models in the genetic algorithm, namely the n-point crossover and the cycle crossover. Based on the research that has been carried out, two crossover models provide optimal space usage mapping. From testing the n-point crossover model system gives the best fitness 1 in the 361 generation with a computation time of 11.08 while the cycle crossover model produces the best fitness 1 in the 361 generation with a computation time of 15.08.
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