Equal coefficients and tolerance in coloured tverberg partitions
Equal coefficients and tolerance in coloured tverberg partitions
The coloured Tverberg theorem was conjectured by Barany, Lovasz and Furedi [2] and asks whether for any d+1 sets (considered as colour classes) of k points each in Rd there is a partition of them into k colourful sets whose convex hulls intersect. This is known when d=1,2 [3] or …