例句與造句

1. This use of 0 = 1 validates the principle of explosion.
2. The characteristic or defining feature of a paraconsistent logic is that it rejects the principle of explosion.
3. :: : : : : The Principle of explosion is a superb example of what happens if you have bad axioms.
4. This is called the " principle of explosion " or " ex falso quodlibet " ( " from falsity, whatever you like " ).
5. In a different solution to these problems, some mathematicians have devised alternate theories of logic called paraconsistent logics, which eliminate the principle of explosion.
6. It's difficult to find principle of explosion in a sentence. 用principle of explosion造句挺難的
7. However, the principle of explosion ( " ex falso quodlibet " ) has been accepted in some varieties of constructive mathematics, including intuitionism.
8. This is due to it being unable to produce a sound argument through the principle of explosion and it being considered an absurdity ( reductio ad absurdum ).
9. The liar's paradox, Curry's paradox alongside the principle of explosion all can be asserted as valid and not required to be resolved and used to defend trivialism.
10. This arises from the principle of explosion, a law of classical logic stating that inconsistent premises always make an argument valid; that is, inconsistent premises imply any conclusion at all.
11. Paraconsistent logics usually deny that the principle of explosion holds for all sentences in logic, which amounts to denying that a contradiction entails everything ( what is called  deductive explosion ).
12. :According to the article Principle of explosion, and given that old Sam is dead, if Sam Walton was alive today, Talk 02 : 13, 15 August 2006 ( UTC)
13. The discovery of contradictions at the foundations of mathematics at the beginning of the 20th century, such as Russell's paradox, threatened the entire structure of mathematics due to the principle of explosion.
14. The claim " Germany borders China " could be replaced by any other claim, and the sentence would still be provable; thus every sentence appears to be provable, similar to the principle of explosion.
15. In a deductive system ( such as first-order logic ) that satisfies the principle of explosion, this is equivalent to requiring that there is no sentence ? such that both ? and its negation can be proven from the theory.
16. The first class of paradoxes involves counterfactuals, such as " If the moon is made of green cheese, then 2 + 2 = 5 ", which are puzzling because natural language does not support the principle of explosion.
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