Examples of using Theory of numbers in English and their translations into Italian
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The Theory of Numbers.
Shikhaev's main studies are dedicated to the theory of numbers.
He also wrote on the theory of numbers, and extended their use to describe the ratios between geometrical quantities.
Like Lagrange, he made much use of determinants in the theory of numbers.
Both of them are graduates of department of the higher algebra and the theory of numbers of Mathematics
The Diophantine problems project: a Workshop in Rome dedicated to the theory of numbers.
get into the theory of numbers group at Cambridge, explained to him, asked him to help me.
France for his inspired introduction of algebraic-geometric methods to the theory of numbers.
I went to Seldom, explained to him, asked him to help me get into the theory of numbers group at Cambridge, and, do you know what he said about my idea?
was coined in 1966 by Albert H. Beiler in his book"Recreations in the Theory of Numbers.
This is one of the most famous unsolved questions in the theory of numbers, but Giordano, a physicist by training,
He's giving a demonstration in the next three days, in the theory of numbers conference at Cambridge.
in addition to philosophy studied algebra and the theory of numbers.
a central theme to the Theory of Numbers, which has, moreover,
and of Carl Gauss on the theory of numbers.
and within the sphere of differential geometry and theory of numbers in particular,
mathematical society for an outstanding contribution to algebra or the theory of numbers.
In 1762 he published the full"Miscellanea Analytica", mainly devoted to the theory of numbers and algebraic equations.
university conducted a practical training on algebra and the theory of numbers.
but continued until 1967 to give a seminar on the Theory of Numbers at the Polish Academy of Sciences.
The completion of the theory of complex numbers in the 19th century entailed the differentiation of irrationals into algebraic and transcendental numbers, the proof of the existence of transcendental numbers, and the resurgence of the scientific study of the theory of irrationals, largely ignored since Euclid.
Learn more about the theory of lucky numbers to try to win at lotto games.
Historically, Conway developed the theory of surreal numbers in the reverse order of how it has been presented here.
directed our attention to more subtle aspects of the additive theory of prime numbers.
In 1929, Mojżesz Presburger showed that the theory of natural numbers with addition and equality(now called Presburger arithmetic in his honor)
The general acceptance of the theory of complex numbers is due to the labors