COWLES FOUNDATION FOR RESEARCH IN
ECONOMICS Box 208281
COWLES FOUNDATION DISCUSSION PAPER NO. 936 "A Colored Version of Tverbergs Theorem" Imre Barany and D.G. Larman February 1990 The main result of this paper is that given n red, n white, and n green points in the plane, it is possible to form n vertex-disjoint triangles Delta1,...,Deltan in such a way that the Deltai has one one red, one white, and one green vertex for every i = 1,...,n and the intersection of these triangles is nonempty. JEL Classification: 213 |