From(投稿者): | etyxk.1820$yS5.672@edtnps83 |
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Newsgroups(投稿グループ): | alt.math,alt.math.recreational,de.sci.mathematik,fj.sci.math,fr.sci.maths,han.sci.math,japan.sci.math,sci.math |
Subject(見出し): | Re: roots to 4th, 5th, 6th & 7th degree polynomials |
Date(投稿日時): | Tue, 09 Sep 2008 17:35:06 GMT |
Organization(所属): | GlobeTrotter |
References(祖先記事, 一番最後が直親): | (G) <hJqdna9GrPZfalnVnZ2dnUVZ_hqdnZ2d@earthlink.com> |
Message-ID(記事識別符号): | (G) <etyxk.1820$yS5.672@edtnps83> |
I'm wondering... Do you think that your algorithm can find the roots of a polynomial like p(x) = x^4 - 4x^3 + 6x^2 - 4x + 1 ? This is an easy one : it has only one root (x=1) of multiplicity 4. And since p(x) >= 0, i can't see how your algorithm would apply here. Fran