Overlaps in field generated circular planar nearrings

W.-F. Ke, H. Kiechle

Abstract


We investigate circular planar nearrings constructed from finite fields as well the complex number field using a multiplicative subgroup of order \(k\), and characterize the overlaps of the basic graphs which arise in the associated \(2\)-designs.

Keywords


Ferrero pair, 2-design, circularity, overlap

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DOI: http://dx.doi.org/10.12958/adm2130

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