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An Approximate Dynamic Programming Approach to Aircraft Allocation Incorporating Passenger Demand Models

机译:考虑旅客需求模型的飞机分配近似动态规划方法

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Passenger demand for airline transportation is a function of numerous factors. The way that airlines provide air transportation to the passengers determines some of these factors; this includes factors like frequency of service, number of stops on an itinerary, size of the aircraft, and ticket price. As potential travelers observe these factors, they make decisions about future travel. This paper presents an approach in which an allocation problem represents how an airline offers service to meet passenger demand at a given time step. The results of this allocation become inputs to an econometric model that predicts future air travel demand as function of the current observed service. Establishing a feedback from the demand model to a subsequent allocation model and using concepts from dynamic programming, making allocation decisions that could maximize or minimize an airline objective function (e.g. maximize profit, minimize cost) over a finite time horizon becomes possible. An example using this dynamic programming approach for a very simplified route network demonstrates how an airline might consider which type of new aircraft would lead to the maximum aggregate profit for the airline over a finite time horizon.
机译:旅客对航空运输的需求是多种因素的函数。航空公司向乘客提供航空运输的方式决定了其中一些因素。这包括服务频率,行程中途停站的次数,飞机的大小以及机票价格等因素。当潜在的旅行者观察到这些因素时,他们就未来的旅行做出决定。本文提出一种方法,其中分配问题表示航空公司如何在给定的时间步长提供服务以满足乘客的需求。这种分配的结果成为计量经济学模型的输入,该模型根据当前观察到的服务预测未来的航空旅行需求。建立从需求模型到后续分配模型的反馈,并使用动态规划中的概念,做出可以在有限的时间范围内最大化或最小化航空公司目标函数(例如,最大化利润,最小化成本)的分配决策。使用此动态规划方法实现非常简化的航线网络的示例演示了航空公司如何考虑在有限的时间范围内哪种类型的新飞机将为航空公司带来最大的总利润。

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