Примери коришћења Counterexample на Енглеском и њихови преводи на Српски
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It's not a counterexample.
Counterexamples to knowledge as justified true belief.
I expect you could find a counterexample.
I gave you one counterexample that shows you are wrong.
As such, it is subject to counterexample.
Which would provide a counterexample to the Taniyama-Shimura conjecture.
The example was intended as a counterexample.
This counterexample, C, has n interior nodes and l leaves, where n+ 1≠ l.
You make a claim,I give a counterexample.
So statement A is a counterexample, or the number 5 is a counterexample here.
S divisible by both, sothat's definitely not a counterexample.
Which number serves as a counterexample to the statement below?
As a counterexample, whereas any portion of a straight line may resemble the whole, further detail is not revealed.
He showed that the conjecture has a counterexample, which he estimated to be around 1.845× 10361.
Moreover, C must be nontrivial, because the trivial tree has n= 0 and l= 1 andis therefore not a counterexample.
Suppose there is a counterexample; then there must exist one with the minimal possible number of interior nodes.
Wiles and Taylor were able to establish a special case of the Taniyama-Shimura conjecture sufficient to exclude such counterexamples arising from Fermat's last theorem.
It can also be used to construct a counterexample to disprove a proposition that all elements have a certain property.
Cubes occasionally have the surjective property in other fields, such as in Fp for such prime p that p≠ 1(mod 3), butnot necessarily: see the counterexample with rationals above.
But by hypothesis, C was already the smallest counterexample; therefore, the supposition that there were any counterexamples to begin with must have been false.
The significance of the lemma in this context is that it allows us to deduce that if there are any counterexamples to the theorem we want to prove, then there must be a minimal counterexample. .
And just as kind of a counterexample, if I had 24,249 and I wanted to round to the nearest hundred, I would say, OK, I want to round to the nearest hundred.
In 1986, Ken Ribet had proved Gerhard Frey's epsilon conjecture that every counterexample an+ bn= cn to Fermat's last theorem would yield an elliptic curve defined as.
I could share some counterexamples, the case for example of the public official who sues the pharmaceutical company for concealing the fact that its antidepressant increases suicidal thoughts in adolescents.
In an unpublished manuscript entitled Remarque sur l'impossibilité de satisfaire en nombres entiers a l'équation xp+ yp= zp,Germain showed that any counterexamples to Fermat's theorem for p>5 must be numbers"whose size frightens the imagination," around 40 digits long.
If we can show the existence of the minimal counterexample implies an even smaller counterexample, we have a contradiction(since the minimal counterexample isn't minimal) and so the set of counterexamples must be empty.
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When faced with a counterexample to a universal claim("no Scotsman would do such a thing"), rather than denying the counterexample or rejecting the original universal claim, this fallacy modifies the subject of the assertion to exclude the specific case or others like it by rhetoric, without reference to any specific objective rule("no true Scotsman would do such a thing").