Examples of 'factorization' in a sentence
Meaning of "factorization"
Factorization is the process of expressing a mathematical quantity as the product of two or more other quantities
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- The process of creating a list of factors.
- An expression listing items that, when multiplied together, will produce a desired quantity.
- A list of factors.
How to use "factorization" in a sentence
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factorization
Factorization is widely believed to be a computationally hard problem.
You need to work on factorization a little more.
Prime factorization can be used to reduce fractions.
Written this way each factorization is unique.
It is a factorization method based on the law of distributivity.
We have run several integer factorization algorithms.
As the prime factorization of a number is always unique.
Gödel used a system based on prime factorization.
More diverse than a factorization based approach.
A factorization method for completely positive matrices.
Notice that this factorization is not unique.
The reverse process is called factoring or factorization.
The proof of the factorization identity is straightforward.
Therefore t must have a unique prime factorization.
The problem of the factorization of an arithmetic module.
See also
The second limitation is the lack of factorization.
Examples of prime factorization using repeated division.
This activity is effective in introducing prime factorization.
So let us just do the factorization of these right here.
These equations might also be solved by factorization.
Factorization depends on the base field.
Factor trees depicting the factorization of a number.
This factorization is unique up to the sign of the content.
Not every ring is a unique factorization domain.
This factorization is also unique up to the choice of a sign.
The ring of integers is a unique factorization domain.
Such a factorization involves cyclotomic polynomials.
This will result in a more complete factorization.
Its factorization makes it a sphenic number.
Answer the following questions on prime factorization.
The factorization of the second polynomial is.
The approach used is the factorization approach.
The prime factorization of a number is unique.
No two numbers share a prime factorization.
But this factorization is not enough.
So let us take their prime factorization.
List the prime factorization for each number.
Rings where it does hold are called unique factorization domains.
R allows a unique factorization in direct sums of local rings.
Now compare this to prime factorization.
You can use prime factorization to reduce fractions.
This is easy to compute as a matrix factorization.
This is an application of the factorization of a difference of two squares.
Smooth numbers are especially important in cryptography relying on factorization.
To compute the standard factorization of factorials.
Unique factorization domains and principal ideal domains.
Any such expression is called a factorization of x.
Return factorization of a number as a matrix.
This ring is a unique factorization domain.
This complete factorization is unique up to the order of the factors.
