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Cramer's paradox: Revision history


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  • curprev 23:1823:18, 1 September 2023 Falw talk contribs m 7,025 bytes +1 In the case of two non-degenerate conics, I corrected the statement involving the bound due to Bézout's theorem being nine. The statement made originally is misleading: Bézout's theorem states that there can be no more than <math>n^2</math> intersection points. But for conics <math>n=2</math> leading to an upper bound of four points, not nine undo

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