Definitions from Wiktionary (fundamental theorem of arithmetic)
▸ noun: (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
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▸ noun: (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
Similar:
prime number theorem,
prime factorization,
prime factor,
primorial,
radical,
Chen's theorem,
almost prime,
totient,
integer factorization,
Fermat's little theorem,
more...
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