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- From: celms@vim.brl.mil (Dr. Aivars Celmins )
- Newsgroups: sci.math.num-analysis
- Subject: Re: REQUEST: lst sqrs withs errors in both X and Y
- Message-ID: <983@aos.brl.mil>
- Date: 19 Aug 92 14:03:57 GMT
- References: <1992Aug4.135256.11081@gov.on.ca> <56877@mentor.cc.purdue.edu>
- Sender: news@aos.brl.mil
- Organization: U.S. Army Ballistic Research Laboratory, APG, MD.
- Lines: 15
- Nntp-Posting-Host: vim.brl.mil
-
- >In article <1992Aug4.135256.11081@gov.on.ca> diamong@gov.on.ca (Gerald Diamond) writes:
- >I am looking for a good reference (or references) for
- >a least-squares type algorithm which treats both X and Y as
- >having errors rather than the usual case of assuming all the
- >errors are in one variable.
- >
-
- The problem (with arbitrary number of coordinates with errors) is
- discussed and solved in
-
- A. Celmins, Least-Squares Optimization with Implicit Model Functions, in
- "Mathematical Programming with Data Perturbations II", Anthony V. Fiacco,
- Ed., Marcel Dekker, 1983, pp. 131-152.
-
- Aivars Celmins
-