@article{Karasev2014ProjectiveCP,
title={Projective Center Point and Tverberg Theorems},
author={R. Karasev and B. Matschke},
journal={Discrete & Computational Geometry},
year={2014},
volume={52},
pages={88-101}
}

We present projective versions of the center point theorem and Tverberg’s theorem, interpolating between the original and the so-called “dual” center point and Tverberg theorems. Furthermore we give a common generalization of these and many other known (transversal, constraint, dual, and colorful) Tverberg type results in a single theorem, as well as some essentially new results about partitioning measures in projective space.