fundamental theorem of arithmetic

English

Noun

fundamental theorem of arithmetic (uncountable)

1. (number theory) the theorem that states that every integer greater than one is uniquely expressible as a product of prime numbers, which is called its prime factorization

Translations

theorem

• Chinese:

  Mandarin: 算術基本定理 / 算术基本定理 (suànshù jīběn dìnglǐ)

• Danish: aritmetikkens fundamentalsætning
• German: Fundamentalsatz der Arithmetik