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Proposition of a mathematical model for selecting possible low-cost airlines routes

机译:关于选择可能的低成本航空公司航线的数学模型的建议

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This paper examines the effects that low-cost carriers (LCC's) produce when entering new routes operated only by full-service carriers (FSC's) and routes operated by low-cost carriers in competition with full-service carriers. A mathematical model has been developed to determine what routes should be operated by a low-cost carrier with better possibilities to subsist, as a first step towards reaching the most convenient route; additional factors must be considered after running the proposed model, such as route passenger demand and aircraft characteristics not took into account in this paper. The proposed model was set up by analyzing The United States domestic air transport market. Distance is the only variable taken into account by the model. This model analyses the relation between the real fare data ($) and the distance (miles). The model generates three lines that includes amongst them 68% of the approximately 18,000 routes by calculating a standard deviation and estimates the minimum, maximum and average fare for a low-cost carrier given the distance the model determines in which routes a low-cost carrier could be successful by comparing, route by route, different airline fares against the low-cost minimum, maximum and average fare estimated per distance.
机译:本文研究了低成本运营商(LCC)进入仅由全方位服务运营商(FSC)运营的新路线以及低成本运营商与全功能运营商竞争时所产生的路线所产生的影响。已经开发出一个数学模型来确定低成本航空公司应该运营哪些路线,并有更好的生存空间,这是迈向最便捷路线的第一步;运行建议的模型后,必须考虑其他因素,例如本文未考虑的航线乘客需求和飞机特性。该模型是通过分析美国国内航空运输市场而建立的。距离是模型考虑的唯一变量。该模型分析了实际票价数据($)和距离(英里)之间的关系。该模型通过计算标准差,生成三条线,其中包括大约18,000条路线中的68%,并在给定模型确定了低成本航空公司在哪些路线中的距离的情况下,估算了低成本航空公司的最低,最高和平均票价可以通过将不同航线的票价与每个距离估算的低成本最低,最高和平均票价进行比较,从而获得成功。

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