Geodesic-ray data in the N-body problem is stable under limits and fixed-shape slices are countably rectifiable with Hausdorff dimension exactly d(N-1).
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Stability of geodesic-ray data, horofunctions, and rectifiability of fixed-shape slices in the Newtonian \(N\)-body problem
Geodesic-ray data in the N-body problem is stable under limits and fixed-shape slices are countably rectifiable with Hausdorff dimension exactly d(N-1).