The Radon Transforms of a Combinatorial Geometry, I

@article{Kung1979TheRT,
  title={The Radon Transforms of a Combinatorial Geometry, I},
  author={Joseph P. S. Kung},
  journal={J. Comb. Theory, Ser. A},
  year={1979},
  volume={26},
  pages={97-102}
}
Abstract Over a field of characteristic zero, the rank of the point-copoint incidence matrix of a combinatorial geometry of rank ⩾ 2 equals the number of points. The proof uses a finite analogue of the Radon transform. 
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