+The **Fundamental Theorem of Arithmetic** asserts that every [integer](/wiki/integer) greater than one is either a [prime number](/wiki/prime_number) itself or can be uniquely expressed as a product of primes. This unique prime factorization, regardless of the order of the factors, forms a cornerstone of [number theory](/wiki/number_theory), revealing the elemental structure of numbers.
+## See also
+- [Prime Factorization](/wiki/prime_factorization)
+- [Composite Number](/wiki/composite_number)
+- [Prime Number](/wiki/prime_number)
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