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In mathematical logic, an omega-categorical theory is a theory that has exactly one countably infinite model up to isomorphism. Omega-categoricity is the special case κ = = ω of κ-categoricity, and omega-categorical theories are also referred to as ω-categorical. The notion is most important for countable first-order theories.

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  • Satz von Ryll-Nardzewski (de)
  • Omega-categorical theory (en)
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  • Der Satz von Ryll-Nardzewski ist ein Satz aus der Modelltheorie, einem mathematischen Teilgebiet der Logik. Er charakterisiert -kategorische Theorien. Benannt ist er nach dem polnischen Mathematiker Czesław Ryll-Nardzewski. (de)
  • In mathematical logic, an omega-categorical theory is a theory that has exactly one countably infinite model up to isomorphism. Omega-categoricity is the special case κ = = ω of κ-categoricity, and omega-categorical theories are also referred to as ω-categorical. The notion is most important for countable first-order theories. (en)
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  • Der Satz von Ryll-Nardzewski ist ein Satz aus der Modelltheorie, einem mathematischen Teilgebiet der Logik. Er charakterisiert -kategorische Theorien. Benannt ist er nach dem polnischen Mathematiker Czesław Ryll-Nardzewski. (de)
  • In mathematical logic, an omega-categorical theory is a theory that has exactly one countably infinite model up to isomorphism. Omega-categoricity is the special case κ = = ω of κ-categoricity, and omega-categorical theories are also referred to as ω-categorical. The notion is most important for countable first-order theories. (en)
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