| Square-free |
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| CATEGORIES ABOUT SQUARE-FREE | |
| ring theory | |
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Square-free elements may be also characterized using their prime decomposition. The unique factorization property means that a non-zero non-unit ''r'' can be represented as a product of Prime Element s : Then ''r'' is square-free if and only if the primes ''pi'' are pairwise Non-associated . Common examples of square-free elements include Square-free Integer s and Square-free Polynomial s. |
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