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annotate wisdom/bézout @ 8266:25ff489ddadd
<b_jonas> slashlearn b\xc3\xa9zout/B\xc3\xa9zout\'s theorem says that if a system of polynomial equations over the complexes has as many variables as equations, then in the general case the number of solutions it has is equal to the product of one less than the degrees of the polynomials.
author | HackBot |
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date | Wed, 01 Jun 2016 11:19:42 +0000 |
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8266
25ff489ddadd
<b_jonas> slashlearn b\xc3\xa9zout/B\xc3\xa9zout\'s theorem says that if a system of polynomial equations over the complexes has as many variables as equations, then in the general case the number of solutions it has is equal to the product of one less than the degrees of the polynomials.
HackBot
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1 Bézout's theorem says that if a system of polynomial equations over the complexes has as many variables as equations, then in the general case the number of solutions it has is equal to the product of one less than the degrees of the polynomials. |