Examples of using Open problem in English and their translations into Greek
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Colloquial
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Official
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Medicine
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Ecclesiastic
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Financial
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Official/political
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Computer
Open problems will be discussed.
The general case is an open problem.
Open problems will also be discussed.
Indicative applications and open problems.
Open problems will be also discussed.
There are many open problems in this area.
Specifically, we deal with andsolve three basic open problems.
Finally, open problems will discussed.
On the other hand,there are various tensions and many open problems.
Historical open problems are being solved.
Synthesis competences You learn how to define andprovide solutions to an open problem.
The open problem concerning the labor regime and everything else depend on it.
The homepage of Andre Nies has a list of open problems in Kolmogorov complexity.
Synthesis competences You learn how to define andprovide solutions to an open problem.
For Fokas working on one open problem in a particular field can surreptitiously lead to solving one in another.
For many years, determining the truth orfalsity of the bound in this case was an open problem called"Noether's gap".
The Major Research Paper focuses on an open problem in Mathematics, which could be theoretical or applied in nature.
Through a variety of seminars, workshops and presentations,students are introduced to the essential ingredients of doing research as well as a variety of open problems.
One of the open problems in functional analysis is to prove that every operator on a Hilbert space has a proper invariant subspace.
In fact, whether one can smooth certain higher dimensional spheres was,until recently, an open problem- known as the smooth Poincaré conjecture.
Some of the open problems regarding Motion Perception are the mechanisms of formation of 3D images in global motion and the Aperture Problem. .
An effective description of the unitary dual, even for relatively well-behaved groups such as real reductive Lie groups(discussed below),remains an important open problem in representation theory.
It is a major open problem in the field whether this is always the case, i.e. whether a(weakly) normalizing PTS always has the strong normalization property.
Additionally, caching MTU values may be able to eliminate discovery time in many instances, although the exact implementation of this andthe aging of cached values remains an open problem.
Currently, one of the most famous open problems in theoretical computer science is the P= NP problem, which involves the relationship between the complexity classes P andNP.
Figuring out how to remove both these assumptions is ultimately what stumped the mathematical physics community,spurring them to designate the quantum Hall effect a significant open problem at the turn of the century.
Joe Wells(1994) settled an"embarrassing open problem" by proving that type checking is undecidable for a Curry-style variant of System F, that is, one that lacks explicit typing annotations.
The precise statement of the P=NP problem was introduced in 1971 by Stephen Cook in his seminal paper"The complexity of theorem proving procedures" andis considered by many to be the most important open problem in the field.
Heine proposed that Cantor solve an open problem that had eluded Peter Gustav Lejeune Dirichlet, Rudolf Lipschitz, Bernhard Riemann, and Heine himself: the uniqueness of the representation of a function by trigonometric series.
The precise statement of the P versus NP problem was introduced in 1971 by Stephen Cook in his seminal paper"The complexity of theorem proving procedures"[2] andis considered by many to be the most important open problem in the field.