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Stochastic and dynamic vehicle routing with general demand and interarrival time distributions
Advances in Applied Probability
We analyze a class of stochastic and dynamic vehicle routing problems in which demands arrive randomly over time and the objective is minimizing waiting time. In our previous work (, ), we analyzed this problem for the case of uniformly distributed demand locations and Poisson arrivals. In this paper, using quite different techniques, we are able to extend our results to the more realistic case where demand locations have an arbitrary continuous distribution and arrivals follow only adoi:10.2307/1427801 fatcat:l4lwb6zhprgyhl3tf7rvcau5ce