BCH code: Difference between revisions

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Let
 
:<math>\begin{align}
\Xi(x) &= \Gamma(x)\Lambda(x) = \alpha^3 + \alpha^4x^2 + \alpha^2x^3 + \alpha^{-5}x^4 </math>\\
:<math> \Omega(x) &= S(x)\Xi(x) \equiv \alpha^{-4}+\alpha^4x + \alpha^2x^2 + \alpha^{-5}x^3 \bmod{x^6}</math>
\end{align}</math>
 
Let us look for error values using formula