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m Removed dead link, which is superseded by the updated links below. |
m revision for accuracy and clarity →Case 1: (x^{q^{2}}, y^{q^{2}}) \neq \pm \bar{q}(x, y) |
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Line 82:
: <math>
(x^3+Ax+B)((x^3+Ax+B)^{\frac{q^{2}-1}{2}}-\theta(x))^2
</math>
Line 88:
: <math>
X(x)\equiv (x^3+Ax+B)\left(\frac{(x^3+Ax+B)^{\frac{q^{2}-1}{2}}-\theta(x)}{x^{q^2}-x_{\bar{q}}}\right)^2\bmod \psi_l(x).
</math>
Now if <math>X \equiv x^{q} _ {\bar{t}}\bmod \psi_l(x)</math> for
: <math>
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