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📁 一个有用的分子动力学小辅助程序
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Article 6499 of sci.math.num-analysis:Path: news.cso.uiuc.edu!ux1.cso.uiuc.edu!sdd.hp.com!zaphod.mps.ohio-state.edu!saimiri.primate.wisc.edu!usenet.coe.montana.edu!news.u.washington.edu!amath.washington.edu!sternFrom: stern@amath.washington.edu (L.G. "Ted" Stern)Newsgroups: sci.math.num-analysisSubject: Re: Least Squares Approximation by Cubic SplinesDate: 1 Feb 1993 22:43:42 GMTOrganization: University of Washington, Applied Mathematics, SeattleLines: 28Distribution: worldMessage-ID: <1kk92uINN2ii@shelley.u.washington.edu>References: <C1LrK5.D9o@news2.cis.umn.edu>NNTP-Posting-Host: glacier.amath.washington.eduKeywords: Approximation, Cubic Splines.In article <C1LrK5.D9o@news2.cis.umn.edu>, jblee@deca.cs.umn.edu (Jaebum Lee) writes:|> Hi,|> Does anyone out there know the ftp site for least squares routines by|> cubic splines? Any pointers will be appreciated.|> |> Jaebum Lee|> Computer Science Dept.|> Univ. of Minneasota|> I posted a similar request about 2 months ago.  I found that the fitpack libraryfrom netlib did exactly this, with the added bonus of having an adjustabletension factor on the spline.  To get it, 	mail netlib@ornl.govand put in the e-mail the lines ( the first one is optional )	send index from fitpack	send all from fitpackand you're there!  Response is very quick.--  ==========================================================================  L.G. 'Ted' Stern    ---       Mostly a Grad Student Peon . . .  stern@amath.washington.edu  lstern@orville.nas.nasa.gov

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