Disjunction and existence properties

In mathematical logic, the disjunction and existence properties are the "hallmarks" of constructive theories such as Heyting arithmetic and constructive set theories (Rathjen 2005). == Definitions == The disjunction property is satisfied by a theory if, whenever a sentence A ∨ B is a theorem, then either A is a theorem, or B is a theorem.

Source: Wikipedia — Disjunction and existence properties (CC BY-SA 4.0)

Disjunction and existence properties

In mathematical logic, the disjunction and existence properties are the "hallmarks" of constructive theories such as Heyting arithmetic and constructive set theories (Rathjen 2005). == Definitions == The disjunction property is satisfied by a theory if, whenever a sentence A ∨ B is a theorem, then either A is a theorem, or B is a theorem.

Source: Wikipedia "Disjunction and existence properties" · CC BY-SA 4.0

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