Examples of using Open problems in English and their translations into Bulgarian
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Achievements and open problems of contemporary budget policy.
Attending Littlewood's lectures,she solved one of the open problems which he posed.
Speakers raised open problems, and reported on recent publications and research.
Will be able to identify, analyze critically and explain open problems in their disciplines…[-].
He always had a stock of open problems in the subject which he used to direct his research and that of his students.
In Lvov Borsuk joined the mathematicians in the Scottish Café and contributed to the open problems which they wrote down in the famous book.
Some interesting open problems that Johnson's result raises, and its historical and philosophical background, are also discussed.
It was a speech full of optimism for mathematics in the coming century and he felt that open problems were the sign of vitality in the subject:-.
By giving a list of the open problems in the area, this work played an important role in deciding the direction of Oka's research.
The principal factor in the development of mathematics has an internal origin- reflection on the nature of the open problems, independently of their origin.
There were no'open problems' for them to solve, and they were not in any sense interested in trying to formulate or solve mathematical problems. .
In 1921 Alfred, working with his brother Richard,solved one of Schur 's open problems and this would set both brothers on their way as researchers.
In fact it was one of these open problems which Richard working with his brother Alfred solved in 1921 and this was eventually to be included in Brauer's first publication.
In 1900 in a famous address to the International Congress of mathematicians in Paris David Hilbert listed some 25 open problems of outstanding significance.
Will be able to identify, analyze critically and explain open problems in their disciplines and apply relevant research methodology for finding a possible solution.
He spent nine months at Princeton in 1928-29 andthis was an important period for Albert since during his time there Lefschetz suggested that he look at open problems in the theory of Riemann matrices.
Will be able to identify,analyze critically and explain open problems in their disciplines and apply relevant research methodology…[-].
Open problems and unresolved difficulties are carefully noted, and the reader is never left in doubt as to whether he is presented with a mathematical theorem or with a conjecture based on physical experience.
Member States have a lot of experience that can be shared and open problems, which can seek assistance, so the format"Partner Meeting" will be extended by the European Commission.
In 1968 Tarski wrote another famous paper Equational logic andequational theories of algebras in which he presented a survey of the metamathematics of equational logic as it then existed as well as giving some new results and some open problems.
P versus NP is‘one of the great open problems in all of mathematics' not only because it is extremely difficult to solve but because it has such obvious practical applications.
The discovery of the first permanent asteroid immigrant in the solar system has important implications for the open problems of planet formation, solar system evolution, and possibly the origin of life itself.
Outlines some new results and open problems concerning diffusion theory where we find an intimate interplay between differential equations and measure theory in function space.
After the discovery in the early 60s of a proof for the Poincaré conjecture and other properties of simply connected manifolds of dimension greater than four,one of the biggest open problems, besides the three dimensional Poincaré conjecture, was the classification of closed simply connected four manifolds.
Second, to mark the lines for a more productive methodological approach to clarification of open problems, and further to a more effective state influence on the qualitatively new economic and political realities of the Twenty-first Century.
An attempt is made to distinguish between the major theoretic achievements and open problems of this influence as a basis first for the vindication of some already rejected ideas by the theoretic community;
Having solved the open problem posed by Davenport on writing numbers as the sums of fifth powers, Conway began to become interested in infinite ordinals.
This result also solved a long-standing open problem concerning the existence of certain fractal sets in the plane.
It was shown during the early 1970's that no efficient algorithm for the problem is at all possible proving it is still an open problem!
Synthesis competences You learn how to define andprovide solutions to an open problem.