divisors in English
After graduating in 1939 he began to work for his doctorate on the problem of divisors of almost periodic polynomials.
Use "divisors" in a sentence
1. They all have zero divisors.
2. Some of those may not be divisors.
3. In principle, it suffices to test only prime divisors.
4. All non-zero nilpotent elements are zero divisors.
5. So I think all of these are the proper divisors.
6. So this is one 5 in the prime factorisation of the divisors
7. In fact, all of the nonzero null elements are zero divisors.
8. More generally, a division ring has no zero divisors except 0.
9. And 61 and 69 do not share any common divisors other than 1.
10. Therefore, 7200 is also the largest highly abundant number with an odd sum of divisors.
11. Unlike the quaternion algebra, the split-quaternions contain nontrivial zero divisors, nilpotent elements, and idempotents.
12. All Centered square numbers and their divisors have a remainder of one when divided by four
13. Abundancy is defined as the ratio of the multiplicative sum-of-divisors function to the integer itself
14. Method and apparatus for generating error-correcting and error-detecting codes using zero-divisors and units in group rings
15. Hence all Centered square numbers and their divisors end with digits 1 or 5 in base 6, 8 or 12
16. The author studies and derives properties of Abundancy -- the ratio of the sum of a number's divisors to the number itself
17. The sum of all the Aliquots of an integer n is the value s(n) = σ(n) - n, where σ(n) is the sum of divisors function.
18. A pair of Amicable numbers is a pair like 220 and 284 such that the proper divisors of one number sum to the other and vice versa
19. In number theory, friendly numbers are two or more natural numbers with a common Abundancy index, the ratio between the sum of divisors of a number and the number itself
20. In algebraic geometry, this classification of (isomorphism classes of) complex line bundles by the first Chern class is a crude approximation to the classification of (isomorphism classes of) holomorphic line bundles by linear equivalence classes of divisors.
21. The Abundancy index of a positive integer n is defined to be the rational number I(n) = σ(n)/n, where σ is the sum of divisors function σ(n) = Σdn- An Abundancy outlaw is a rational number