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 EXPRESSIONS Alternating autre, en remplacement Another approach is to consider an alternating zeta function. Append Ajouter (à la fin d'un fichier) Every task run will append a full backup to each machine's archive. As much fois plus To pay twice as much (payer deux fois plus cher). Beget Engendrer, faire Nine nines beget eighty-one, eight nines beget seventy-two... seven nines beget sixty three, etc. two ones beget one (Table de multiplication façon chinoise) By the way (BTW) Au fait, à propos (Savez-vous que) By the way, the above mentioned case ... Concerned with s'intéressant à Traditionally, number theory is that branch of pure mathematics concerned with the properties of integers and contains many open problems that are easily understood even by non-mathematicians. Consider the equation soit l'équation Consider the equation: 2x – 1 = 0 Data Données Current data  (les chiffres actuels). Data est déjà un pluriel, donc pas de s (singulier latin: datum) Actuel ne se traduit pas par actual qui est un faux ami Expressible as exprimé par Every positive integer is expressible as a sum of, at most, 19 biquadratic numbers. Fall into appartenir à Division algorithms fall into two main categories: slow division and fast division. Haphazard au hasard At first sight the primes seem to be distributed among the integers in rather a haphazard way (also random). Important important A large number of people. A high proportion. A substantial amount. A significant rise. A major issue. Fast Growth. Important important Children's opinion are as important as adults ones. Children's opinion matter as much as adults ones. Infinite infini There are an infinite number of zeroes. It figures That figures C'est logique. Ça me parait logique It figures. If there's artificial intelligence, there's bound to be some artificial stupidity. Good at figures Bon en maths Littéralement "bon en nombres" May be said to on peut dire que The theory of congruences may be said to start with Gauss's "Disquisitiones". Of the form de la forme Number of the form 2n - 1 also attracted attention because it is easy to show that if unless n is prime these number must be composite.

 Power puissance A biquadratic number is a fourth power, n4 Relationship relation The relationship between the zeta zeroes and the prime numbers is not immediately obvious. Resolve to factors décomposez en facteurs Resolve the left-hand side of this equation to factors. Shape forme If an equation has the shape ax + b = c = 0 Solve the equation résolvez l'équation Solve the equation: 2x – 1 = 0 Such that tel que More formally, for every positive integer n there exist non-negative integers a,b,c,d such that n = a² + b² + c² + d² That (¹which) Qui (obligatoire pour le sens) Twenty-four is the cardinal number that is the sum of twenty-three and one. To allow for tenir compte The previous definition of square root did not allow for square root of negative numbers. To be equal to zero être égal à zéro It is possible for either the real or imaginary part to be equal to zero by itself. To be interested in s'intéresser à The mathematicians of Pythagoras's school were interested in numbers for their mystical and numerological properties. To be represented être représenté par A figurate number is a number which can be represented by a regular geometrical arrangement of equally spaced points. To behave se comporter We can have different expressions for the zeta function, but they all behave the same. To boil down revenir à The whole scenario boils down to a waveform that travels along the s = 1/2 line. To come to be known as devenir connu en tant que Fermat proved what has come to be known as Fermat's Little Theorem. To conjecture In one of his letters to Mersenne, Fermat conjectured that the numbers 2n + 1 were always prime if n is a power of 2. To denote nommer If we denote by nmin the smallest number n such that ... To devise inventer, imaginer In about 200 BC the Greek Eratosthenes devised an algorithm for calculating primes called the Sieve of Eratosthenes. To equal égaliser Then, equalling each of them to zero. To express exprimer We have found a new method for expressing the original zeta function. To find the zeros trouver les zéros Finding the zeroes of the zeta function is a complex task, and requires numerical techniques. To handle traiter, appréhender The zeta equation is very difficult to handle. To keep -ing ne cesser de Petrol prices keep increasing (le prix de l'essence ne cesse d'augmenter). To lie se trouver It is also known that 40% of the zeroes do lie on this line. To represent représenter Essentially, psi(x) represents the number of primes and prime powers less than x. To show that montrer que Euclid also showed that if the number 2n - 1 is prime then the number 2n-1(2n - 1) is a perfect number. To state affirmer, formuler Lagrange's Four-Square Theorem states that every positive integer can be expressed as the sum of at most four squares. To sum to dont la somme est égale à A perfect number is one whose proper divisors sum to the number itself. Tournure passive il y a 65% of British people are in favour of … ( il y a 65% de Britanniques  qui sont pour …) Way façon The following table gives the numbers which can be represented in n different ways as a sum of k squared numbers. Whether si (alternative) Methods of checking whether numbers are prime. Suite Anglais pour parler des affaires, du commerce et de la technique   Voir    DicoMot des maths       Langue et linguistique – Index   Origine français Site Définitions et  thésaurus anglais Cette page 