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Re: Problem of polyfit
From: |
Dmitri A. Sergatskov |
Subject: |
Re: Problem of polyfit |
Date: |
Thu, 6 Oct 2005 23:05:58 -0600 |
On 10/6/05, Paul Kienzle <address@hidden> wrote:
> wpolyfit does the same with weighting on y, except that it uses QR
> decomposition to solve X \ y.
>
BTW, I just noticed that polifit returns p as 1xn vector and wpolifit
as nx1.
I do not know which one is "right", but I think it should be consistent.
>
> - Paul
>
Sincerely,
Dmitri.
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- Re: Problem of polyfit, (continued)
- Re: Problem of polyfit, Paul Kienzle, 2005/10/06
- Re: Problem of polyfit, Tetsuro KURITA, 2005/10/06
- Re: Problem of polyfit, Dmitri A. Sergatskov, 2005/10/07
- Re: Problem of polyfit, Tetsuro KURITA, 2005/10/07
- Re: Problem of polyfit, Fredrik Lingvall, 2005/10/07
- Re: Problem of polyfit, Tetsuro KURITA, 2005/10/07
- Re: Problem of polyfit, Paul Kienzle, 2005/10/07
- Re: Problem of polyfit, Fredrik Lingvall, 2005/10/07
- Re: Problem of polyfit, Paul Kienzle, 2005/10/07
Re: Problem of polyfit, Fredrik Lingvall, 2005/10/06
Re: Problem of polyfit,
Dmitri A. Sergatskov <=
Re: Problem of polyfit, Henry F. Mollet, 2005/10/06
- Re: Problem of polyfit, Miroslaw Kwasniak, 2005/10/06
- Re: Problem of polyfit, Henry F. Mollet, 2005/10/06
- Re: Problem of polyfit, Miroslaw Kwasniak, 2005/10/06
- Re: Problem of polyfit, John W. Eaton, 2005/10/06
- Re: Problem of polyfit, Henry F. Mollet, 2005/10/06
- Re: Problem of polyfit, Miroslaw Kwasniak, 2005/10/07
- Re: Problem of polyfit, Henry F. Mollet, 2005/10/07