Mathematical programming of airline revenue management with passenger choice behavior

Jinmin Gao, Meilong Le
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引用次数: 1

Abstract

Mathematical programming models of airline seat inventory control tend to protect more seats for the high fare class. In order to further study the properties of booking policy based on mathematical programming models, we propose the deterministic and stochastic models that incorporate passenger choice behavior and develop efficient genetic algorithm(GA) to solve the stochastic programming model. In the experiments, we make an evaluation between the mathematical programming models and the decision rules based on traditional EMSR and EMSRb models in three aspects: the percentage of demand diversion, the number of fare classes and the demand level. The results show that, mathematical programming models' tendency to overprotect high-fare demand can make them perform better when adopted to control seat inventory with passenger demand diversion in some situations.
考虑乘客选择行为的航空公司收益管理数学规划
航空公司座位库存控制的数学规划模型倾向于为高票价阶层保护更多的座位。为了进一步研究基于数学规划模型的订票政策特性,提出了考虑乘客选择行为的确定性和随机模型,并开发了高效的遗传算法(GA)来求解随机规划模型。在实验中,我们从需求分流率、票价等级数和需求水平三个方面对数学规划模型与基于传统EMSR和EMSRb模型的决策规则进行了评价。结果表明,在某些情况下,利用数学规划模型对高票价需求的过度保护倾向,可以更好地控制客流需求分流时的座位存量。
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