Approximations for Planar Covering Routes: an Analysis and Application to Public School Transportation

Public school administrators benefit from the ability to estimate future transportation needs on multi-year time scales, but student locations change from year to year. Continuous approximation (CA) methods are valuable for planning in similar settings where future spatial realizations of transportation demand are unknown. With this motivation in mind, this paper studies the use of … Read more

Dominance in Pricing Problems with Stochasticity

Sequencing activities over time is a fundamental optimization problem. The problem can be modeled using a directed network in which activities are represented by nodes and pairs of activities that can be performed consecutively are represented by arcs. A sequence of activities then corresponds to a path in the directed network, and an optimal sequence … Read more