On the Number of Colored Birch and Tverberg Partitions
Keywords:
Discrete geometry, Tverberg partitions
Abstract
In 2009, Blagojević, Matschke, and Ziegler established the first tight colored Tverberg theorem. We develop a colored version of our previous results (2008): Evenness and non-trivial lower bounds for the number of colored Tverberg partitions. Both properties follow from similar results on the number of colored Birch partitions.
Published
2014-08-13
How to Cite
Hell, S. (2014). On the Number of Colored Birch and Tverberg Partitions. The Electronic Journal of Combinatorics, 21(3), P3.23. https://doi.org/10.37236/3450
Article Number
P3.23