Natural planar ternary rings. (English) Zbl 0483.51003


51A40 Translation planes and spreads in linear incidence geometry
51A30 Desarguesian and Pappian geometries
17A40 Ternary compositions
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[1] Hall M.: The theory of groups. Macmillan, New York, 1959. · Zbl 0084.02202
[2] Klucký D., L. Marková: Ternary rings with zero associated to translation planes. Czec\?. Math. Journal 23 (98), Praha. · Zbl 0273.50017
[3] Klucký D.: Ternary rings with zero associated to desarguesian and pappian planes. Czech. Math. Journal 24 (99), Praha. · Zbl 0329.50016
[4] Klucký D.: One application of isotopies of planar ternary rings. Geometriae dedicata 3 (1975), Dordrecht.
[5] Sorace O.: Sistemi ternarii con quasizero destro asociati piani grafici. Lincei-Rend. Sc. fis. mat. e nat. - Vol. XLVI (1969). · Zbl 0177.24001
[6] Klouda K.: Eine Bemerkung über eine Koordinatisierung der Translationsebenen. Czech. Math. Journal 26 (101), Praha. · Zbl 0329.50006
[7] Havel V.: A general coordinatization principle for projective planes with comparison of Hall and Hughes frames and with examples of generalized oval frames. Czech. Math. Journal 24 (99), Praha. · Zbl 0331.50013
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