Examples of using Divisor in English and their translations into Korean
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Colloquial
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Ecclesiastic
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Ecclesiastic
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Programming
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Computer
Divisor function.
Unitary divisor.
Divisor(algebraic geometry).
Canonical divisor.
This divisor ensures historical continuity.
Bi-unitary divisor.
The Divisor is the only link to the original base period value of the BSE Sensex.
Relative Cartier divisor.
Sum of the divisors is 1792.
Relative Cartier divisor.
They have a common right divisor δ if α= ξδ and β= ηδ for some choice of ξ and η in the ring.
Ject of Greatest Common Divisor.
The greatest common divisor(GCD) can be found using Euclidean algorithm.
The result has the same sign as divisor.
He discovered the decomposition laws for the divisors of discriminants for class fields.
The result has the same sign as divisor.
The greatest common factor, or greatest common divisor(GCF or GCD), is the largest factor shared by two numbers.
Improve the GCD(Greatest Common Divisor) page!
Because there are no zero divisors this implies u= v or u+ v= 0, where the latter means that two roots are additive inverses of each other.
The greatest common divisor gcd(a, b).
Influenced by Gauss, Smith's most important contributions are in number theory where he worked on elementary divisors.
If their greatest common divisor is not 1, then the attacker has found a prime number dividing both keys, therefore breaking two keys at the same time.
The result has the same sign as the divisor.
A computer can quickly compute the greatest common divisor of two numbers using the Euclidean algorithm, so an attacker can run this algorithm on two public keys.
Your task is to write a computer program that automatically solves Divisor is the Conquerer games.
He generalised results of Voronoy on the Dirichlet divisor problem which allowed him to obtain estimates for the number of integral points between a given curve y= f(x) and the x-axis.
The Modulus operator returns the remainder when a number is divided by a divisor.
Now you can remove the Cost of living parameter and decrement the divisor, by changing the formula to the following.
The function returns the integer remainder after a number has been divided by a divisor.
The result of the MOD function is the remainder produced when number is divided by divisor.