例句與造句

1. The corollary also indicates the epistemological relevance of the second incompleteness theorem.
2. This was the first full published proof of the second incompleteness theorem.
3. This follows from G鰀el's second incompleteness theorem.
4. These conditions are used in many proofs of Kurt G鰀el's second incompleteness theorem.
5. The second incompleteness theorem, an extension of the first, shows that the system cannot demonstrate its own consistency.
6. It's difficult to find second incompleteness theorem in a sentence. 用second incompleteness theorem造句挺難的
7. The formula Cons ( " F " ) from the second incompleteness theorem is a particular expression of consistency.
8. The second incompleteness theorem, an extension of the first, shows that such a system cannot demonstrate its own consistency.
9. Another method of proving independence results, one owing nothing to forcing, is based on G鰀el's second incompleteness theorem.
10. G鰀el's second incompleteness theorem is often interpreted as demonstrating that finitistic consistency proofs are impossible for theories of sufficient strength.
11. Once this is done, the second incompleteness theorem follows by formalizing the entire proof of the first incompleteness theorem within the system itself.
12. G鰀el's second incompleteness theorem ( 1931 ) shows that no formal system extending basic arithmetic can be used to prove its own consistency.
13. In 1931, Kurt G鰀el proved his second incompleteness theorem, which shows that such a consistency proof cannot be formalized within Peano arithmetic itself.
14. G鰀el's second incompleteness theorem shows that any consistent theory powerful enough to encode addition and multiplication of integers cannot prove its own consistency.
15. The second incompleteness theorem does not rule out consistency proofs altogether, only consistency proofs that can be formalized in the system that is proved consistent.
16. Moreover, G鰀el's second incompleteness theorem shows that the consistency of sufficiently strong effective theories of arithmetic can be tested in a particular way.
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