Abstract
We consider a situation in which policymakers in a local community choose an optimal site for a controversial and essential project in a dynamic setting. Policymakers have either single-dipped or multi-dipped preferences over a Euclidean space of possible locations. We provide two existence results for this issue. Furthermore, we show that two optimal sites (at most) exist if policymakers have single-dipped preferences over a one-dimensional site space.
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