Answer by A Name for Chinese remainder theorem (equivalence)
We wish to find a solution for $$\begin{align*}x &\equiv a_{1}\pmod{m_1}\\x &\equiv a_{2}\pmod{m_2}\\&\vdots\\x &\equiv a_{n}\pmod{m_n}\\\end{align*}$$Now...
View ArticleChinese remainder theorem (equivalence)
I have read a text where it says:" The Chinese remainder theorem states that:$$\begin{align*}x &\equiv a_{1}\pmod{m_1}\\x &\equiv a_{2}\pmod{m_2}\\&\vdots\\x &\equiv...
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