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- From: saswss@unx.sas.com (Warren Sarle)
- Newsgroups: sci.math.stat
- Subject: Re: Frobenious Norm
- Message-ID: <BxzL48.LI8@unx.sas.com>
- Date: 19 Nov 92 23:26:31 GMT
- References: <1992Nov19.195356.5104@aio.jsc.nasa.gov>
- Sender: news@unx.sas.com (Noter of Newsworthy Events)
- Organization: SAS Institute Inc.
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- In article <1992Nov19.195356.5104@aio.jsc.nasa.gov>, seaborn@aio.jsc.nasa.gov (Jodi Seaborn) writes:
- |> I'm reviewing a paper and the authors demonstrate the performance of the
- |> system with the root-mean-square errors of the "Frobenious norm".
- |> I can't find this in any of my statistics books--can someone point me
- |> to a reference?
-
- Frobenius norm = Euclidean norm = Schur norm = Hilbert-Schmidt norm =
- L norm = square root of the sum of the squared elements of a matrix.
- 2
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- R. A. Horn & C. R. Johnson, _Matrix Analysis_, Cambridge Univ. Press,
- 1985, p. 291.
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- Warren S. Sarle SAS Institute Inc. The opinions expressed here
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