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In mathematics, a quasifield is an algebraic structure where + and are binary operations on Q, much like a division ring, but with some weaker conditions. All division rings, and thus all fields, are quasifields.

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  • Quasikörper (de)
  • Quasifield (en)
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  • Ein Quasikörper, nach Oswald Veblen und Joseph Wedderburn auch Veblen-Wedderburn-System genannt, ist eine algebraische Struktur, die in der synthetischen Geometrie als Koordinatenbereich für bestimmte affine Ebenen, die affinen Translationsebenen dient. Quasikörper sind stets kartesische Gruppen und jeder Alternativkörper ist ein Quasikörper. (de)
  • In mathematics, a quasifield is an algebraic structure where + and are binary operations on Q, much like a division ring, but with some weaker conditions. All division rings, and thus all fields, are quasifields. (en)
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  • Ein Quasikörper, nach Oswald Veblen und Joseph Wedderburn auch Veblen-Wedderburn-System genannt, ist eine algebraische Struktur, die in der synthetischen Geometrie als Koordinatenbereich für bestimmte affine Ebenen, die affinen Translationsebenen dient. Quasikörper sind stets kartesische Gruppen und jeder Alternativkörper ist ein Quasikörper. (de)
  • In mathematics, a quasifield is an algebraic structure where + and are binary operations on Q, much like a division ring, but with some weaker conditions. All division rings, and thus all fields, are quasifields. (en)
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