Factorisation (copy)

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elementary algebra

elementary algebra

In ________, factoring a polynomial reduces the problem of finding its roots to finding the roots of the factors.

Factorization

________ is an important concept in mathematics and has many applications in fields such as cryptography, number theory, and algebra.

Sub branch

________: Dividing the number by its factors to find prime factors.

Matrices

________ possess many kinds of matrix factorizations.

efficient computer algorithms

There are ________ for computing (complete) factorizations within the ring of polynomials with rational number coefficients (see factorization of polynomials)

commutative ring

A(n) ________ possessing the unique factorization property is called a unique factorization domain.

Factorization

________ is the process of finding the factors of a given number.

Sub branch

________: Finding common factors between two or more numbers.

Factorization

________ may also refer to more general decompositions of a mathematical object into the product of smaller or simpler objects.

Factorization

________ is not usually considered meaningful within number systems possessing division, such as the real or complex numbers, since any { /displaystyle x }.

Sub branch

________: Creating a factor tree to find prime factors.

Factorization

________ was first considered by ancient Greek mathematicians in the case of integers.