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Re: regress question [message #64056 is a reply to message #31982]

Sat, 29 November 2008 07:58

Kenneth P. Bowman
Messages: 585
Registered: May 2000

Senior Member

In article
<7bfe8515-07f4-4c20-ad19-e2de871e3cc7@x38g2000yqj.googlegroups.com>,
Brian Larsen <balarsen@gmail.com> wrote:

> Russ,
>
> this has been discussed on this newsgroup for y=mx+b before, I have
> turkey on the brain now and not regression but extending this idea to
> multiple is probably not too bad (if it turns out to be the right
> thing). And if this is not easy to do it is an interesting thread
> that is good to remind oneself of.
>
>
> This is the thread: http://tinyurl.com/2bfhl9
> Here's a nice summary: http://tinyurl.com/2aqlgx

Like Brian, being too lazy to work this out myself, it occurred to me that
you could use MPFIT to fit a general linear function and put very
tight constraints on the intercept. Because the problem is linear, it
should converge almost instantaneously.

Ken Bowman

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[Message index]

		REGRESS Question By: David Fanning on Wed, 04 September 2002 14:21
		Re: REGRESS Question By: Mike Alport on Fri, 06 September 2002 00:26
		Re: REGRESS Question By: julia[1] on Thu, 05 September 2002 11:31
		Re: REGRESS Question By: William Clodius on Thu, 05 September 2002 10:31
		Re: REGRESS Question By: justspam03 on Wed, 22 October 2003 07:01
		Re: REGRESS Question By: wmconnolley on Wed, 22 October 2003 06:03
		Re: REGRESS Question By: Chris Lee on Wed, 22 October 2003 03:44
		Re: regress question By: Wout De Nolf on Mon, 01 December 2008 00:38
		Re: regress question By: mccreigh on Sun, 30 November 2008 23:42
		Re: regress question By: Kenneth P. Bowman on Sat, 29 November 2008 07:58
		Re: regress question By: Brian Larsen on Thu, 27 November 2008 07:37
		Re: regress question By: Wout De Nolf on Thu, 27 November 2008 02:47

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