Examples of using Positive integer in English and their translations into Turkish
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Colloquial
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Ecclesiastic
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Ecclesiastic
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Programming
Number theory is the theory of the positive integers.
That"every positive integer is one of Ramanujan's personal friends. Mr. Littlewood once told me.
But in this context it's just the positive integers.
That"every positive integer is one of Ramanujan's personal friends. Mr. Littlewood once told me.
That proves to us that it works for all positive integers.
Every single positive integer is one of his personal friends. I have come to believe that for Ramanujan.
By the fundamental theorem of arithmetic, every positive integer has a unique prime factorization.
Finite fields only exist when the order(size) is a prime power where is a prime number and is a positive integer.
In mathematics, a prime power is a positive integer power of a single prime number.
I shouldn't have said positive numbers,I should have said positive integers.
Mr. Littlewood once told me that"every positive integer is one of Ramanujan's personal friends.
The example generalizes and one may compute ζ(2n), for any positive integer n.
Mr. Littlewood once told me that"every positive integer is one of Ramanujan's personal friends.
And then to solve for-- If you view this as aline, although this is only defined on integers, I guess positive integers.
I have come to believe that for Ramanujan, every single positive integer is one of his personal friends.
A finite field of orderq exists if and only if the order q is a prime power pk where p is a prime number and k is a positive integer. .
The fundamental theorem of arithmetic says that every positive integer can be written uniquely as a product of primes.
The freshman's dream is a name sometimes given to the erroneous equation(x+ y)n xn+ yn,where n is a real number usually a positive integer greater than 1.
In number theory, a Heegner number is a square-free positive integer"d" such that the imaginary quadratic field Q() has class number 1.
A linear operator T on a vector space Vis defined to be nilpotent if there is a positive integer k such that Tk 0.
To obtain an algorithm for factoring any positive integer, it is necessary to add a few steps to this algorithm such as trial division, and the Jacobi sum test.
Partition function: Order-independent count of ways to write a given positive integer as a sum of positive integers. .
If there exists an auxiliary prime P 2Np+ 1(N any positive integer not divisible by 3) such that: if xp+ yp+ zp≡ 0(mod P) then P divides xyz, and p is not a pth power residue mod P.
The requirement that x andy both be greater than 1 is important, since without it every positive integer would be a Leyland number of the form x1+ 1x.
In mathematics, particularly in linear algebra, tensor analysis, and differential geometry, the Levi-Civita symbol represents a collection of numbers;defined from the sign of a permutation of the natural numbers 1, 2,…,"n", for some positive integer"n.
He also invented the totient function φ(n), the number of positive integers less than or equal to the integer n that are coprime to n.
The freshman's dream is a name sometimes given to the error("x"+"y")"n""x""n"+"y""n",where"n" is a real number usually a positive integer greater than 1.
In number theory,a Liouville number is an irrational number"x" with the property that, for every positive integer"n", there exist integers"p" and"q" with"q"gt; 1 and such that: formula_1A Liouville number can thus be approximated"quite closely" by a sequence of rational numbers.
That's the derivative of x to the n. n times x to the n minus1. We just proved the derivative for any positive integer when x to the power n, where n is any positive integer. .
In number theory, the Carmichael function associates to every positive integer n a positive integer λ( n){\displaystyle\lambda(n)},defined as the smallest positive integer m such that a m≡ 1( mod n){\displaystyle a^{m}\equiv 1{\pmod{n}}} for every integer a between 1 and n that is coprime to n.