faktorutvinningsmetoder
Faktorutvinnin, or factor extraction, is the process of determining the factors of a given object, most commonly an integer or a polynomial. In number theory, integer factorization expresses a positive integer n as a product of prime numbers, unique up to order (the Fundamental Theorem of Arithmetic). In algebra, polynomial factorization writes a polynomial as a product of irreducible factors over a chosen field.
For integers, factoring seeks to decompose a number into its prime components. The difficulty of factoring
For polynomials, factoring aims to express a polynomial as a product of irreducible polynomials over a field
Applications of faktorutvinnin include simplification of expressions, solving equations, and cryptographic construction. Examples include 15 = 3