Examples of using Positive integer in English and their translations into Russian
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Each Karafs has a positive integer height.
We want a positive integer m such that k divides a+ bm, i.e. 3 divides 8+ m, and|m2- 67| is minimal.
Let S be a set of q elements and d a positive integer.
The number must be a positive integer, greater than zero(0).
On the front panel of a device there are: a red button, a blue button anda display showing some positive integer.
Your task is to find minimum positive integer k such that function f(k)(x) is idempotent.
From Peano's example, it was easy to deduce continuous curves whose ranges contained the n-dimensional hypercube for any positive integer n.
For any positive integer n, there are a finite number of prime knots with n crossings.
N-node undirected graph G(V,E); positive integer k≤ n.
You are given a positive integer n. Represent it as a sum of minimum number of quasibinary numbers.
Calculates the factorial of a specified positive integer n, where n≦69.
The first line contains a positive integer k(1≤k≤ 26)- the number of strings that should be in a beautiful sequence.
In modular arithmetic, two integers are added andthen the sum is divided by a positive integer called the modulus.
For every planar graph H, there exists a positive integer k such that every H-free graph has tree width less than k.
A linear algebraic group over a field k is defined as a smooth closed subgroup scheme of GL(n)over k, for some positive integer n.
Input The first line of the input contains a positive integer n(2≤n≤ 105)- the number of rooms in the house.
Since every positive integer has a unique binary representation it is possible to reverse this encoding so that they may be decoded into a unique square-free integer. .
Every person has some efficiency,expressed by a positive integer ai, where i is the person's number.
It also means that(for positive integer rank functions) compatibility of ρ with the ordering follows from the requirement about covers.
In 2D the cyclic group of k-fold rotations Ck is for every positive integer k a normal subgroup of O(2,R) and SO2,R.
For every positive integer n, the set of all positive divisors of n becomes a partially ordered set if we use divisibility as the order relation.
Hence, at the very least, our varieties must have n K X′{\displaystyle nK_{X'}}Cartier for some positive integer n{\displaystyle n.
You are given an equation A*X+B*Y=C, A, B,C are positive integer coefficients, X and Y are variables which can have positive integer values only.
This includes Ramanujan's highly composite numbers(numbers with more divisors than any smaller positive integer) as well as the factorial numbers.
A Keith number is a positive integer N that appears as a term in a linear recurrence relation with initial terms based on its own decimal digits.
These formulae, andthe fact that each of the invariants must be a positive integer, place quite strict limitations on their possible values.
Every positive integer occurs exactly once in the array, and every integer sequence defined by the Fibonacci recurrence can be derived by shifting a row of the array.
An important example is the fundamental theorem of arithmetic,which says that every positive integer can be factored uniquely into prime numbers.
An untouchable number is a positive integer that cannot be expressed as the sum of all the proper divisors of any positive integer including the untouchable number itself.
A Dirichlet character is a completely multiplicative arithmetic function χ such that there exists a positive integer k with χ(n+ k) χ(n) for all n and χ(n) 0 whenever gcd(n, k)> 1.