Finding Attractive Exercise Circuits in Street Maps
Rhyd Lewis · ORCA Online Research @Cardiff (Cardiff University) · 2021
We consider the problem of determining fixed-length routes on a map that start and end at the same location. We discuss two heuristic algorithms for this problem. The first is based on finding pairs of edge-disjoint paths that are then combined; the second uses local search techniques. In real-world applications, we might also be interested in establishing routes that look attractive, are safe to use, and do not stray too far from the starting point. A short discussion on these issues is also conducted.