计算机科学
动态规划
水准点(测量)
参数化复杂度
数学优化
状态空间
服务(商务)
线性规划
闲置
马尔可夫决策过程
运筹学
算法
马尔可夫过程
数学
操作系统
大地测量学
统计
经济
地理
经济
作者
Matthew S. Maxwell,Mateo Restrepo,Shane G. Henderson,Hüseyin Topaloğlu
出处
期刊:Informs Journal on Computing
[Institute for Operations Research and the Management Sciences]
日期:2009-08-19
卷期号:22 (2): 266-281
被引量:280
标识
DOI:10.1287/ijoc.1090.0345
摘要
We present an approximate dynamic programming approach for making ambulance redeployment decisions in an emergency medical service system. The primary decision is where we should redeploy idle ambulances so as to maximize the number of calls reached within a delay threshold. We begin by formulating this problem as a dynamic program. To deal with the high-dimensional and uncountable state space in the dynamic program, we construct approximations to the value function that are parameterized by a small number of parameters. We tune the parameters using simulated cost trajectories of the system. Computational experiments demonstrate the performance of the approach on emergency medical service systems in two metropolitan areas. We report practically significant improvements in performance relative to benchmark static policies.
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