Примери за използване на Elementary number на Английски и техните преводи на Български
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The most important discovery in elementary number theory that I know.
In elementary number theory, integers are studied without use of techniques from other mathematical fields.
This process goes on until you get an elementary number from 1 to 9.
He subsequently published several mathematical papers, nearly all of them in the Bulletin de la Société Royale des Sciences de Liège,mainly on elementary number theory.
To reduce large numbers into elementary numbers different systems have been created.
I shall carry out such a consistency proof for elementary number theory.
Church, An Unsolvable Problem of Elementary Number Theory, American Journal of Mathematics 58:2(1936), 345-363.
This process continues until they are given an elementary number from 1 to 9.
He also wrote a number of textbooks such as Lectures on analytic number theory(1955),Lectures on elementary number theory(1964), Dedekind sums(1972), Topics in analytic number theory(1973), and Higher mathematics from an elementary point of view which was only published in 1983 but was based on a series of lectures he delivered at Stanford University in 1947.
One application of 0.999… as a representation of 1 occurs in elementary number theory.
Church, Alonzo, An unsolvable problem of elementary number theory, American Journal of Mathematics, 58(1936), pp. 345- 363.
At the end of my first year I went home with the"Zahlbericht" under my arm, andduring the summer vacation I worked my way through it- without any previous knowledge of elementary number theory or Galois theory.
Church's version appeared in Alonzo Church,"An Unsolvable Problem of Elementary Number Theory," American Journal of Mathematics 58(1936): 345- 63.
In 1956 Behnke published Vorlesungen über allgemeine Zahlentheorie which treated elementary number theory from an algebraic point of view.
Church's Thesis appears in An unsolvable problem in elementary number theory published in the American Journal of Mathematics 58(1936), 345-363.
In the summer of 1942 he submitted his Habilitation thesis Provability andnonprovability of restricted transfinite induction in elementary number theory to Göttingen and, on the award of the degree, he became entitled to teach in universities.
The reason was that Alonzo Church published An unsolvable problem in elementary number theory in the American Journal of Mathematics in 1936 which also proves that there is no decision procedure for arithmetic.
Erdös did receive the Cole Prize of the American Mathematical Society in 1951 for his many papers on the theory of numbers, andin particular for the paper On a new method in elementary number theory which leads to an elementary proof of the prime number theorem published in the Proceedings of the National Academy of Sciences in 1949.
The aim of the present paper is to prove the consistency of elementary number theory or, rather, to reduce the question of consistency to certain fundamental principles.
Number of elementary schools in school year 1890/1891.
Poll Rules Number of elementary schools in school year 1890/1891.
Free 18 Lovely educational and challenging number games for elementary school kids.
In the 1890/1891 school year the number of elementary schools in the Bulgarian principality is 4 193.
The Church also maintains a number of elementary and secondary schools in Mexico, Tonga, Samoa, Fiji and Kiribati.
In order for the nursing mother to come with milk,it is necessary to follow a number of elementary rules.
Thus, the amount of time taken and the number of elementary operations performed by the algorithm differ by at most a constant factor.
If earlier there were only three elementary mathematics number- It subsequently became so much, but they still fit in the expression of three elements. I. e… increased concentration!
Avogadro's number is the number of elementary entities(that is, atoms, electrons, ions, molecules) that exist in a mole of any substance.
This includes a huge range of mathematics, including algebra,calculus, elementary to very advanced number theory, cryptography, numerical computation.
The first four chapters of this book furnish a brief butsatisfactory introduction to the usual elementary topics of number theory, including a short account of binary quadratic forms.