Expected Distances between Two Uniformly Distributed Random Points in Rectangles and Rectangular Parallelpipeds
Brahim Gaboune, Gilbert Laporte, François Soumis · Journal of the Operational Research Society · 1993
In this paper, the expected distance between two uniformly distributed random points in a rectangle or in a rectangular parallelepiped is computed under three different metrics: the Manhattan metric, the Euclidean metric, and the Chebychev metric.