Mga halimbawa ng paggamit ng Conjecture sa Ingles at ang kanilang mga pagsasalin sa Tagalog
{-}
-
Colloquial
-
Ecclesiastic
-
Computer
Of course, this is all conjecture.
Again, conjecture since I haven't tried it.
Kronecker described this conjecture as.
Conjecture: The sum of two even integers is always even.
We're experts in doubt and conjecture.
And, according to my conjecture, you are likely to be an atheist.
If a proof doesn't exist,it is a conjecture.
This was Roth's proof in 1952 of a conjecture made in 1935 by Erdös and Turán.
Cannot be modular, thus violating the Shimura- Taniyama conjecture.
This became known as the Mordell conjecture and it is discussed in detail in.
Fifty years ago[1920]this was already referred to as a very old conjecture.
In fact Szegö went on to prove Pólya's conjecture and this became his first publication.
So there's not exactly a sound scientific basis to it. Granted,it's based on conjecture.
My sad conjecture is that their number is a function tending to zero as time passes.
Here comes the assumption,perhaps a conjecture or speculation.
Hypothesis, conjecture and tentative theory flew in all directions and there was a period of great ferment.
I tried my utmost to find a counterexample to the conjecture which seemed all too perfect.
Since there was a lot of conjecture and confusion around AATIP, it is important to emphasize what it is not.
For the next twenty years Gordan tried to prove the finite basis theorem conjecture for n-ary forms.
Another conjecture solved by Yau was the positive mass conjecture, which comes from Riemannian geometry.
More details are given in where the authors conjecture how Thabit might have discovered the rule.
The Seifert conjecture(1950), is that all vector fields on the three-sphere have at least one closed orbit….
He did make other important contributions, however, andhis circle domain conjecture is still being attacked.
If this conjecture were true(it has been shown to be false), then a general decision method would exist;
Hilbert himself remarked that he expected this problem to be harder than the solution of the Riemann conjecture.
This result, now known as the Goldbach conjecture, is one of the most famous unsolved problems of mathematics.
For example in a 1983 paper he found a partial solution of Grothendieck 's absolute cohomological purity conjecture.
The twin prime conjecture and Goldbach's conjecture are two unsolved problems in number theory.
It requires that the phenomena of consciousness be approached without conjecture and that the laws of connection be inductively established.
The Oppenheim conjecture was made in 1929 and concerns values of indefinite irrational quadratic forms at integer points.