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divisor

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divisor

1. a number or quantity to be divided into another number or quantity (the dividend)
2. a number that is a factor of another number
Collins Discovery Encyclopedia, 1st edition © HarperCollins Publishers 2005

divisor

[də′vīz·ər]
(mathematics)
The quantity by which another quantity is divided in the operation of division.
An element b in a commutative ring with identity is a divisor of an element a if there is an element c in the ring such that a = bc.
McGraw-Hill Dictionary of Scientific & Technical Terms, 6E, Copyright © 2003 by The McGraw-Hill Companies, Inc.

divisor

A quantity that evenly divides another quantity.

Unless otherwise stated, use of this term implies that the quantities involved are integers. (For non-integers, the more general term factor may be more appropriate.)

Example: 3 is a divisor of 15. Example: 3 is not a divisor of 14.
This article is provided by FOLDOC - Free Online Dictionary of Computing (foldoc.org)
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References in periodicals archive
Then by [4], we see that for any n [greater than or equal to] 0, there exists a Cartier divisor [D.sub.n] on Y such that [E.sub.n] ~ [[phi].sup.*] [D.sub.n].
I'll offer a word of caution: Shippers that leverage the USPS to avoid higher dimensional pricing costs from FedEx and UPS need to know that in June 2019, the shipper-friendly dimensional divisor of 194 will change to 166--but is still favorable to FedEx and UPS' divisor of 139.
Here we have split each m uniquely into a part that has no common divisor with n and a part whose prime decomposition uses only the primes of n (note that there is no restriction on the prime powers used; e.g., [m.sub.2] = [n.sup.2] may appear in this decomposition for large enough x).
In the ratio derivative method, the amplitudes of the first derivative of the ratio spectra at 229 nm were proportional to the concentrations of aclidinium without interference from formoterol (divisor) is shown in Figure 4.
A crucial understanding required here is the multiplicative coordination (hereafter, referred to as MC), among divisor (2/3 kilogram bags), remainder (3/6 of a kilogram of sugar), and quotient (3 3/4 bags).
As each seat is allocated, each party's total votes are then divided by larger divisors proportional to the number of seats it has already secured, and new seats are allocated based on which party has the highest resulting quotient for that round.
In mathematics, the greatest common divisor (gcd) of two or more integers is the largest positive integer that divides the numbers without a remainder.
Ruffini's rule requires the coefficient of the leading term in the divisor (in this case x) to be 1.
Rather than decomposing a divisor into prime factors and then finding divisibility relationship it was more efficient to find divisibility for a given number.
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