Abstract
All half-planes that are known in the literature are ordinary [3]. In this note we construct a class of non-ordinary half-planes.
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References
E.H. Davis, Incidence systems associated with non-planar nearfields, Can.J.Math., vol.XXII,5, (1970), 939–952.
C.Fiori, Half-planes and permutation sets, to appear on Atti Conve= gno Combinatoric’s 88, Ravello.
D.G. Glynn, An introduction to half-planes, Ars Combinatoria, vol.l9A (1985), 309–342.
B. Huppert- N. Blackburn, Finite groups III,, Springer Verlag, Berlin 1982.
W. Kerby, Projektive und nicht-projektive Fastkörper, Abh. Math. Sem. Univ. Hamburg 32 (1968), 20–24.
H. Wähling, Theorie der Fastkörper, Thaies Verlag, Essen 1988.
J.L. Zemmer, Near-fields, planar and non-planar, The Math. Student 31 (1964), 145–150.
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Work done within the activity of GNSAGA, partially supported by M.P.I..
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Fiori, C. A Class of Non-Ordinary Half-Planes. Results. Math. 17, 78–82 (1990). https://doi.org/10.1007/BF03322631
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DOI: https://doi.org/10.1007/BF03322631