{0-1}广告问题的二元人工蜂群算法

Asuman Aytimur, B. Babayiğit
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引用次数: 1

摘要

一家公司想要为广告选择杂志出版商。对公司来说,在不超出广告预算的情况下,最大限度地增加广告用户数量是至关重要的。选择哪些发布者可以看作是一个广告优化问题,可以使用二元元启发式来解决。人工蜂群(Artificial Bee Colony, ABC)是群智能领域中最流行的元启发式算法之一,在数值优化和工程应用中有着广泛的应用。为了解决二元广告问题,本文提出了ABC算法的三种二元变体。第一个二进制变体基于Sigmoid传递函数,用sigABC表示;第二个和第三个二进制变体分别基于异或(xor)和交叉遗传算子,用xorABC和crossoverABC表示。提出的二进制ABC变量使用20个实例数据集进行评估。对比实验结果表明,与xorABC技术相比,crossverabc和sigABC方法具有更优越的性能。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Binary Artificial Bee Colony Algorithms for {0-1} Advertisement Problem
A company wants to select magazine publishers for advertising. It is vital for the company to maximize the number of subscribers reached by advertising while not exceeding its advertising budget. To determine which publishers to select can be considered as an advertisement optimization problem and can be solved by using binary metaheuristics. Artificial Bee Colony (ABC) is one of the most popular metaheuristics in the field of swarm intelligence and has been widely used in numerical optimization and engineering applications. To solve binary advertisement problem, three binary variants of ABC algorithm are proposed in this paper. The first binary variant is based on Sigmoid transfer function and indicated as sigABC, while the second and the third binary variants are based on exclusive OR (xor) and crossover genetic operators, respectively, and are indicated as xorABC and crossoverABC. The proposed binary ABC variants are evaluated using 20 instance-dataset. The comparative experimental results show the superior performance of the crossoverABC and sigABC methods compared to xorABC technique.
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