Примеры использования Fermat на Английском языке и их переводы на Русский язык
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Real points of Fermat cubic surface.
Billy maintained a correspondence with the mathematician Pierre de Fermat.
Pierre de Fermat- One of the greatest mathematicians of all times.
Abbas Bahri, Tunisian mathematician andthe recipient of 1989 Fermat Prize.
Origin: Fermat was born in Beaumont-de-Lomagne, near Montauban.
It was formulated by the famous French mathematician Pierre de Fermat before 1640.
Poor old Fermat, got killed in a duel before he could write it down.
Social and professional position:Pierre de Fermat was a great French mathematician.
The term«Fermat functional» was named in recognition of this role.
With the exception of 5, there are no Fermat primes that are also safe primes.
Pierre de Fermat died on January 12, 1665 at Castres, in the present-day department of Tarn.
Bashmakova, Izabella G., Slavutin, E.L. History of Diophantine Analysis from Diophantus to Fermat.
Through their correspondence in 1654, Fermat and Blaise Pascal helped lay the foundation for the theory of probability.
For example, the Lucas-Lehmer test works only for Mersenne numbers,while Pépin's test can be applied to Fermat numbers only.
When a triangle has an angle greater than 120°, the Fermat point is sited at the obtuse-angled vertex.
The Fermat and Lucas test each have their own list of pseudoprimes, that is, composite numbers that pass the test.
He later factored the tenth and eleventh Fermat numbers using Lenstra's elliptic curve factorisation algorithm.
Pierre de Fermat(17 August, 1601(or 1608), Beaumont-de-Lomagne, France -12 January 1665, Castres, France) Nationality: France Category: Scientists Occupation: Lawyers, Mathematics Unique distinction: One of the greatest.
Fundamental theorems for differentiable functions:local extreme and Fermat theorem, Rolle theorem of zeroes of a derivative, Lagrange, Cauchy theorems.
In this way, Fermat is recognized as a key figure in the historical development of the fundamental principle of least action in physics.
In offered work short historical excursus to the classical theory of light is presented:Grimaldi, Fermat, Newton, Huygens, Young, Fresnel, Fraunhofer, Gauss.
Their method is valid for the Fermat and Weber problems involving many forces, but not for the attraction-repulsion problem.
A strong pseudoprime to base a is always an Euler-Jacobi pseudoprime,an Euler pseudoprime and a Fermat pseudoprime to that base, but not all Euler and Fermat pseudoprimes are strong pseudoprimes.
Pierre de Fermat in 1637 claimed that no such triple exists, a claim that came to be known as Fermat's Last Theorem because it took longer than any other conjecture by Fermat to be proven or disproven.
In other words, a composite integer is a Fermat pseudoprime to base a if it successfully passes the Fermat primality test for the base a.
Because of the sparsity of the Fermat numbers, the Pépin test has only been run eight times on Fermat numbers whose primality statuses were not already known.
The main contribution to(what is known): Fermat made notable contributions to analytic geometry, mathematical analysis, probability, optics and especially the theory of numbers.
Fluent in Latin, Greek, Italian, and Spanish, Fermat was praised for his written verse in several languages, and his advice was eagerly sought regarding the emendation of Greek texts.
Kuhn and Kuenne found an iterative solution for the general Fermat problem in 1962, and,in 1972, Tellier found a direct numerical solution to the Fermat triangle problem, which is trigonometric.
More than 332 years separate the first formulation of the Fermat triangle problem and the discovery of its non-iterative numerical solution, while a geometrical solution existed for almost all that period of time.