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Near polygons from partial linear spaces

Bart De Bruyn (UGent) and Frank De Clerck (UGent)
(1999) GEOMETRIAE DEDICATA. 75(3). p.287-300
Author
Organization
Abstract
We construct a nondegenerate near polygon from a partial linear space without isolated points. We also prove that the points of a near polygon at distance at most 2 from a fixed point induce a near polygon, which is related to the class of the near polygons obtained from the construction. We give also a characterization of the near polygons of Hamming type in terms of parallelism.
Keywords
partial linear space, near polygon

Citation

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Chicago
De Bruyn, Bart, and Frank De Clerck. 1999. “Near Polygons from Partial Linear Spaces.” Geometriae Dedicata 75 (3): 287–300.
APA
De Bruyn, B., & De Clerck, F. (1999). Near polygons from partial linear spaces. GEOMETRIAE DEDICATA, 75(3), 287–300.
Vancouver
1.
De Bruyn B, De Clerck F. Near polygons from partial linear spaces. GEOMETRIAE DEDICATA. 1999;75(3):287–300.
MLA
De Bruyn, Bart, and Frank De Clerck. “Near Polygons from Partial Linear Spaces.” GEOMETRIAE DEDICATA 75.3 (1999): 287–300. Print.
@article{173987,
  abstract     = {We construct a nondegenerate near polygon from a partial linear space without isolated points. We also prove that the points of a near polygon at distance at most 2 from a fixed point induce a near polygon, which is related to the class of the near polygons obtained from the construction. We give also a characterization of the near polygons of Hamming type in terms of parallelism.},
  author       = {De Bruyn, Bart and De Clerck, Frank},
  issn         = {0046-5755},
  journal      = {GEOMETRIAE DEDICATA},
  keywords     = {partial linear space,near polygon},
  language     = {eng},
  number       = {3},
  pages        = {287--300},
  title        = {Near polygons from partial linear spaces},
  volume       = {75},
  year         = {1999},
}

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