Bézout's theorem
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Bézout's theorem [′bā‚zōz ‚thir·əm]

(mathematics)

The theorem that the product of the degrees of two algebraic plane curves that lack a common component equals the number of their points of intersection, counted to the degree of their multiplicity, including points of intersection at infinity.

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Bézout's theorem (redirected from Bézout theorem)

Bézout's theorem
(redirected from Bézout theorem)