Examples of using Primes in English and their translations into Russian
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Colloquial
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Official
They're called"twin primes.
The Primes set out with one rule.
It has been proven that for all primes p, p divides Pp.
Unique primes were first described by Samuel Yates in 1980.
Estimation of the sum of characters with primes.
In the beginning, there were seven Primes, our original leaders.
It is not known whether there are infinitely many Fibonacci primes.
You see, in the beginning, there were seven Primes, our original leaders.
Primes for which this is true for a 2 are called Wieferich primes. .
Several results about p-groups only hold for odd primes pp.
But twin primes never touch because they're always separated by an even number.
However, there are only twenty-three unique primes below 10100.
Therefore these primes have been called a"proper Borromean triple modulo 2" or"mod 2 Borromean primes.
Suzuki extended the proof to all primes m≤ 113.
The Primes set out with one rule, never destroy a planet with life, until one of them tried to defy this rule.
We are the synthetic race of sapient machines,called by our creators as Primes.
With the exception of 5,there are no Fermat primes that are also safe primes.
Champernowne constant: concatenating all natural numbers, not just primes.
Twin prime conjecture: Are there infinitely many primes p such that p+ 2 is prime? .
Goldbach's conjecture: Can every even integer greater than 2 be written as the sum of two primes?
To put it algebraically, 2n+ 1 p+ 2q always has a solution in primes p and q(not necessarily distinct) for n> 2.
All primes pass these tests, but a small fraction of composites also pass,making them"false primes.
Gaussian prime Chris Caldwell,"The Top Twenty: Largest Known Primes" from The Prime Pages.
Informational synoptic community of the Primes race, star system 53768.54.1.444, planet Riv, previously known as the Earth.
Several arguments involving character theory fail for small primes, especially for the prime 2.
While there may be probable primes that are composite(called pseudoprimes), the condition is generally chosen in order to make such exceptions rare.
According to general principles visible in ramification theory,'bad' primes carry good information theory of the conductor.
The triple of primes(13, 61, 937) are linked modulo 2(the Rédei symbol is -1) but are pairwise unlinked modulo 2 the Legendre symbols are all 1.
The first step is to test n for divisibility by each of the members of P;clearly if n is divisible by one of these primes, then we are finished already.
Since only the k primes p1,…, pk can show up(with exponent 1) in the prime factorization of r, there are at most 2k different possibilities for r.