Примери за използване на This conjecture на Английски и техните преводи на Български
{-}
-
Colloquial
-
Official
-
Medicine
-
Ecclesiastic
-
Ecclesiastic
-
Computer
Kronecker described this conjecture as.
This conjecture has only led to more questions- for instance….
Your theory on raptors is good and all, but isn't all this conjecture kind of moot?
This conjecture could be useless. It might lead us down the wrong road.
Near the wells were found the remains of the altar,which can be a confirmation of this conjecture.
Confirmation of this conjecture is the preserved gazebo in France and Italy.
In 1970 a colleague and fellow research student of mine at Cambridge, Brandon Carter, took the first step toward proving this conjecture.
This conjecture was printed in the proposal for the Dartmouth Conference of 1956.
Quark- gluon plasma is in the high-density,high-temperature part on this conjectured phase diagram for strong-interacting matter.[1].
This conjecture proved to be a major factor in the proof of Fermat's Last Theorem by Wiles.
In 1849, French mathematician Alphonse de Polignac extended this conjecture to the idea that there should be infinitely many prime pairs for any possible finite gap, not just 2.
This conjecture is similar to the relationships between astrology and astronomy, and alchemy and chemistry.
Both the Roman Catholic Church and the Orthodox Church try to draw from this practice of the Gnostics under Basilides(teaching at Rome in the middle of the second century) support for the celebration of the nativity as well as the baptism of Christ butthere is no real evidence for this conjecture.
But even in this conjectured situation we must assume the existence of the possibility of self-will.
This conjecture, similar to one stated by Euler one hundred years earlier, was proved by Chebyshev in 1850.
Finally I made my theory confirming this conjecture, but I could not rid myself of the doubt that it might contain an error which would invalidate the whole theory.
This conjecture is confirmed by the reason assigned for a similar custom observed elsewhere in the Indian Archipelago.
If there is any truth in this conjecture, it may explain very simply the origin of the double head of Janus, which has so long exercised the ingenuity of mythologists.
Thus, this conjecture of Artin was the origin of a wide range of activities in what is now called arithmetic geometry.
It is some confirmation of this conjecture that the kings of Ethiopia were chosen for their size, strength, and beauty long before the custom of killing them was abolished.
All this conjecture, the ontological shock you speak of, for which we're so ill-equipped, is in my opinion not only false but dangerous.
Despite many efforts at proving this conjecture, mathematicians were not able to rule out the possibility that the gaps between primes continue to expand, eventually exceeding any particular bound.
This conjecture, posed in 1970, claimed that projective spaces are the only smooth complete algebraic varieties with ample tangent bundles.
If this conjecture were true(it has been shown to be false), then a general decision method would exist; namely, we systematically tile larger and larger square arrays of cells in every possible way with the given set of tiles.
This conjecture became known as"the main conjecture on cyclotomic fields" and it remained one of the most outstanding conjectures in algebraic number theory until it was solved by Mazur and Wiles in 1984 using modular curves.
This conjecture is confirmed by the observation that the victims most commonly burned in modern bonfires have been cats, and that cats are precisely the animals into which, with the possible exception of hares, witches were most usually supposed to transform themselves.
If there is any truth in this conjecture, the real reason why the Druids worshipped a mistletoe-bearing oak above all other trees of the forest was a belief that every such oak had not only been struck by lightning but bore among its branches a visible emanation of the celestial fire;
This is conjecture.
Your honor, this is conjecture.
This bold conjecture of entomologists is indirectly confirmed.