Chinese Remainder TheoremYou are currentlybrowsing as guest. Click here to log in |
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The congruence relations $n\equiv~a_1\pmod{m_1},\ldots,n\equiv~a_k\pmod{m_k}$ always have a unique solution for $n\pmod{m_1\cdots~m_k}$ provided no two of the moduli have a common factor.
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