The Nonexistence of Certain Finite Projective Planes

  • Bruck R
  • Ryser H
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Abstract

A projective plane geometry π is a mathematical system composed of undefined elements called points and undefined sets of points (at least two in number) called lines, subject to the following three postulates: (P 1 ) Two distinct points are contained in a unique line. (P 2 ) Two distinct lines contain a unique common point. (P 3 ) Each line contains at least three points.

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Bruck, R. H., & Ryser, H. J. (1949). The Nonexistence of Certain Finite Projective Planes. Canadian Journal of Mathematics, 1(1), 88–93. https://doi.org/10.4153/cjm-1949-009-2

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