induction axiom造句

例句与造句

1. Induction axioms are also implicit, and are needed only to prove program properties.
2. As far as I know, the difference consists in interpretation of induction axiom.
3. Therefore by the induction axiom " S " is empty, a contradiction.
4. In Peano's original formulation, the induction axiom is a first-order induction scheme.
5. This makes no difference for ?-models, which automatically satisfy every instance of the induction axiom.
6. It's difficult to find induction axiom in a sentence. 用induction axiom造句挺难的
7. The next four are general statements about second-order induction axiom with a first-order axiom schema.
8. The subscript 0 in ACA 0 indicates that not every instance of the induction axiom scheme is included this subsystem.
9. All of the Peano axioms except the ninth axiom ( the induction axiom ) are statements in first-order logic.
10. Therefore by the induction axiom " S " ( 0 ) is the multiplicative left identity of all natural numbers.
11. I don't understand in what sense we can speak about unexpressible properties, but the second-order induction axiom actually does it.
12. It would be equivalent to include the entire arithmetical induction axiom scheme, in other words to include the induction axiom for every arithmetical formula ?.
13. It would be equivalent to include the entire arithmetical induction axiom scheme, in other words to include the induction axiom for every arithmetical formula ?.
14. This follows from the fact that the axioms of Peano arithmetic with the second-order induction axiom have only one model under second-order semantics.
15. :As I understand it, second order quantification in the Peano induction axioms means quantifying over " all " subsets of N, an uncountable collection.
16. For each formula in the language of Peano arithmetic, the "'first-order induction axiom "'for " ? " is the sentence
更多例句：  下一页